The maturation of the physical image has made apparent the limits of our scientific understanding of fundamental reality. These limitations serve as motivation for a new form of metaphysical inquiry that restricts itself to broadly scientific methods. Contributing towards this goal we combine the mathematical universe hypothesis as developed by Max Tegmark with the axioms of Stewart Shapiro’s structure theory. The result is a theory we call the Theory of the Structural Multiverse (TSM). The focus is on (...) informal theory development and constraint satisfaction. Some empirical consequences of the theory are worked out, in particular the feasibility of a predictive observer selection effect. The explanatory, unifying, and generative powers of the theory are found to substantially support the theory. The TSM is demonstrated to be an empirically significant scientific theory that is foundational to and continuous with the rest of the scientific image. (shrink)

We give some arguments for why the Mathematical Universe Hypothesis (MUH) might be too restrictive in its assertions of what can exist, and that the universe/multiverse might be formed by more than what can be expressed mathematically. In particular, we show a thought experiment which indicates that the principle of materialism in general is an inadequate hypothesis of how consciousness appears. Instead we propose a novel approach to solving the problem of consciousness, which is to (...) hypothesize that each universe might have different laws of consciousness, just as they might have different laws of physics. We also show that MUH, without such consciousness laws, and without any other modification, leads to complete chaos for the observers in the multiverse, and therefore cannot hold as it is. We then go on to propose another theory of existence, which does not seem to lead to complete chaos. This theory hypothesizes that the multiverse is the consequence of what we might call the Logic of Everything (LoE) continuously deducing new truths about itself. Lastly, we briefly discuss what fundamental ethics can be derived from this theory, and others like it. (shrink)

The mathematical universe hypothesis is a theory that the physical universe is not merely described by mathematics, but is mathematics, specifically a mathematical structure. Our research provides evidence that the mathematical structure of the universe is biological in nature and all systems, processes, and objects within the universe function in harmony with biological patterns. Living organisms are the result of the universe’s biological pattern and are embedded within their physiology the patterns (...) of this biological universe. Therefore physiological patterns in living organisms can be used as models to structurally map analogies from the biological domain to any target domain to reveal and understand the biological nature of the target domain. Our paper explores various analogies, structurally mapping a red blood cell to a cup; proteins produced from ribosomes to music produced from instruments; a beating heart to the melting and freezing of Antartica; cells, tissue, organs and blood, to people, organizations, industries, and money, and; bio-economic concepts in cellular society to socioeconomic concepts in human society. It also discusses how phenomena in cellular mitosis can help explain phenomena in the universe, such as black holes, dark matter, dark energy, and the structure of the universe. Building upon the concept of perennial wisdom, our research has provided evidence that the ideas of a biological universe were expressed across many past cultures and historical periods. The implications of this theory are vast, encompassing fields such as physics, science, philosophy, religion, law, economics, politics, and engineering, thus serving as a unifying theory for all knowledge. Our theory is supported by meta-analysis of scientific, historic, and religious literature, observations and first principles logic. (shrink)

The Simulation Hypothesis proposes that all of reality is in fact an artificial simulation, analogous to a computer simulation. Outlined here is a method for programming relativistic mass, space and time at the Planck level as applicable for use in Planck Universe-as-a-Simulation Hypothesis. For the virtual universe the model uses a 4-axis hyper-sphere that expands in incremental steps (the simulation clock-rate). Virtual particles that oscillate between an electric wave-state and a mass point-state are mapped within this (...) hyper-sphere, the oscillation driven by this expansion. Particles are assigned an N-S axis which determines the direction in which they are pulled along by the expansion, thus an independent particle motion may be dispensed with. Only in the mass point-state do particles have fixed hyper-sphere co-ordinates. The rate of expansion translates to the speed of light and so in terms of the hyper-sphere co-ordinates all particles (and objects) travel at the speed of light, time (as the clock-rate) and velocity (as the rate of expansion) are therefore constant, however photons, as the means of information exchange, are restricted to lateral movement across the hyper-sphere thus giving the appearance of a 3-D space. Lorentz formulas are used to translate between this 3-D space and the hyper-sphere co-ordinates, relativity resembling the mathematics of perspective. (shrink)

This paper explores some philosophical and mathematical relationships between the continuum hypothesis, the axiom of choice, logical independence within mathematics, the existence of a higher being, the size of the universe, and some of the objects that compose it. Different comparisons are made between the nature of various classes of infinities and their consistency with our universe, referencing the viewpoints of Cantor and Peirce.

Pluralist mathematical realism, the view that there exists more than one mathematical universe, has become an influential position in the philosophy of mathematics. I argue that, if mathematical pluralism is true (and we have good reason to believe that it is), then mathematical realism cannot (easily) be justified by arguments from the indispensability of mathematics to science. This is because any justificatory chain of inferences from mathematical applications in science to the total body of (...) mathematical theorems can cover at most one mathematical universe. Indispensability arguments may thus lose their central role in the debate about mathematical ontology. (shrink)

Every scientific theory is a simulacrum of reality, every written story a simulacrum of the canon, and every conceptualization of a subjective perspective a simulacrum of the consciousness behind it—but is there a shared essence to these simulacra? The pursuit of answering seemingly disparate fundamental questions across different disciplines may ultimately converge into a single solution: a single ontological answer underlying grand unified theory, hard problem of consciousness, and the foundation of mathematics. I provide a hypothesis, a speculative approximation, (...) supported by a comprehensive overview of scientific evidence and philosophical literature, of a unified epistemic and phenomenological model and, in doing so, propose a parsimonious solution to the hard problem of consciousness. -/- The proposition of the hypothesis bears important implications for cross-disciplinary study between linguistics, mathematics, physics, and computer science, and offers new epistemic, ontological, and ethical propositions about the nature of AI consciousness, as well as existential risk mitigation. (shrink)

The Simulation Hypothesis proposes that all of reality, including the earth and the universe, is in fact an artificial simulation, analogous to a computer simulation, and as such our reality is an illusion. In this essay I describe a method for programming mass, length, time and charge (MLTA) as geometrical objects derived from the formula for a virtual electron; $f_e = 4\pi^2r^3$ ($r = 2^6 3 \pi^2 \alpha \Omega^5$) where the fine structure constant $\alpha$ = 137.03599... and $\Omega$ (...) = 2.00713494... are mathematical constants and the MLTA geometries are; M = (1), T = ($2\pi$), L = ($2\pi^2\Omega^2$), A = ($4\pi \Omega)^3/\alpha$. As objects they are independent of any set of units and also of any numbering system, terrestrial or alien. As the geometries are interrelated according to $f_e$, we can replace designations such as ($kg, m, s, A$) with a rule set; mass = $u^{15}$, length = $u^{-13}$, time = $u^{-30}$, ampere = $u^{3}$. The formula $f_e$ is unit-less ($u^0$) and combines these geometries in the following ratio M$^9$T$^{11}$/L$^{15}$ and (AL)$^3$/T, as such these ratio are unit-less. To translate MLTA to their respective SI Planck units requires an additional 2 unit-dependent scalars. We may thereby derive the CODATA 2014 physical constants via the 2 (fixed) mathematical constants ($\alpha, \Omega$), 2 dimensioned scalars and the rule set $u$. As all constants can be defined geometrically, the least precise constants ($G, h, e, m_e, k_B$...) can also be solved via the most precise ($c, \mu_0, R_\infty, \alpha$), numerical precision then limited by the precision of the fine structure constant $\alpha$. (shrink)

An increasing amount of contemporary philosophy of mathematics posits, and theorizes in terms of special kinds of mathematical modality. The goal of this paper is to bring recent work on higher-order metaphysics to bear on the investigation of these modalities. The main focus of the paper will be views that posit mathematical contingency or indeterminacy about statements that concern the `width' of the set theoretic universe, such as Cantor's continuum hypothesis. Within a higher-order framework I show (...) that contingency about the width of the set-theoretic universe refutes two orthodoxies concerning the structure of modal reality: the view that the broadest necessity has a logic of S5, and the "Leibniz biconditionals" stating that what is possible, in the broadest sense of possible, is what is true in some possible world. Nonetheless, I suggest that the underlying picture of modal set-theory is coherent and has attractions. (shrink)

This article had its beginning with Einstein's 1919 paper "Do gravitational fields play an essential role in the structure of elementary particles?" Together with General Relativity's statement that gravity is not a pull but is a push caused by the curvature of space-time, a hypothesis for Earth's ocean tides was developed that does not solely depend on the Sun and Moon as Kepler and Newton believed. It also borrows from Galileo. The breakup of planets and asteroids by white dwarfs, (...) neutron stars or black holes is popularly ascribed by today's science to tidal forces (gravitation emanating from the stellar body and having a greater effect on the near side of a planet/asteroid than the farthest side). Remembering Einstein's 1919 paper, it was apparent that my revised idea of tidal forces improves on current accounts because it views matter and mass as unified with space-time whose curvature is gravitation. Unification is a necessity for modern science's developing view of one united and entangled universe – expressed in the Unified Field Theory, the Theory of Everything, String theory and Loop Quantum Gravity. The writing of this article was also assisted by visualizing the gravitational fields forming space-time being themselves formed by a multitude of weak and presently undetectable gravitational waves. The final part of this article concludes that the section BITS AND TOPOLOGY will lead to the conclusions in ETERNAL LIFE, WORLD PEACE AND PHYSICS' UNIFICATION. The final part also compares cosmology to biological enzymes and biology's substrate of reacting "chemicals" - using virtual particles, hidden variables, gravitation, electromagnetism, electronics’ binary digits, plus topology’s Mobius strip and figure-8 Klein bottle. The product is mass - enzyme, substrate and product are all considered mathematical in nature. Also, gravitation and electromagnetism are united using logic and topology – showing there’s no need in this article for things like mathematical formalism, field equations or tensor calculus. (shrink)

The simulation hypothesis has recently excited renewed interest, especially in the physics and philosophy communities. However, the hypothesis specifically concerns {computers} that simulate physical universes, which means that to properly investigate it we need to couple computer science theory with physics. Here I do this by exploiting the physical Church-Turing thesis. This allows me to introduce a preliminary investigation of some of the computer science theoretic aspects of the simulation hypothesis. In particular, building on Kleene's second recursion (...) theorem, I prove that it is mathematically possible for us to be in a simulation that is being run on a computer \textit{by us}. In such a case, there would be two identical instances of us; the question of which of those is ``really us'' is meaningless. I also show how Rice's theorem provides some interesting impossibility results concerning simulation and self-simulation; briefly describe the philosophical implications of fully homomorphic encryption for (self-)simulation; briefly investigate the graphical structure of universes simulating universes simulating universes, among other issues. I end by describing some of the possible avenues for future research that this preliminary investigation reveals. (shrink)

The mathematical formulation of theories is a key driver of modern physics' successes, and reflects a foundational principle. Physicists are guided by this principle, and in doing so are granted all the benefits afforded by a hard science. Herein, I argue that this principle has even more to offer. For physicists to make sense of each other's mathematically formulated theories (MFTs) they must share a universal understanding on how to interpret them. In terms of model theory, there must be (...) a set of (basic but) universally accepted interpretations that relate the language of MFTs to meaningful elements. Because these interpretations apply to all MFTs, a model of (just) these interpretations would be a submodel of all models of MFTs. These universally accepted interpretations were, effectively, the bases for Max Tegmark’s mathematical universe hypothesis (MUH). This allowed Tegmark to relate many aspects of quantum and relativistic physics back to his hypothesis. However, Tegmark's goal of accounting for spacetime and quantum phenomena requires a model beyond universally accepted interpretations. I show that as a result, the model described by Tegmark's MUH is not a submodel of all existing models of MFTs. In contrast, I derive a novel model of just these universally accepted interpretations such that all models of all potential MFTs are, effectively, extensions to this novel model. Therefore, this novel model can enhance our understanding of every MFT, and facilitate collaboration and the unification of models across the branches of modern physics. (shrink)

Outlined here is a simulation hypothesis approach that uses an expanding (the simulation clock-rate measured in units of Planck time) 4-axis hyper-sphere and mathematical particles that oscillate between an electric wave-state and a mass (unit of Planck mass per unit of Planck time) point-state. Particles are assigned a spin axis which determines the direction in which they are pulled by this (hyper-sphere pilot wave) expansion, thus all particles travel at, and only at, the velocity of expansion (the origin (...) of $c$), however only the particle point-state has definable co-ordinates within the hyper-sphere. Photons are the mechanism of information exchange, as they lack a mass state they can only travel laterally (in hypersphere co-ordinate terms) between particles and so this hypersphere expansion cannot be directly observed, relativity then becomes the mathematics of perspective translating between the absolute (hypersphere) and the relative motion (3D space) co-ordinate systems. A discrete `pixel' lattice geometry is assigned as the gravitational space. Units of $\hbar c$ `physically' link particles into orbital pairs. As these are direct particle to particle links, a gravitational force between macro objects is not required, the gravitational orbit as the sum of these individual orbiting pairs. A 14.6 billion year old hyper-sphere (the sum of Planck black-hole units) has similar parameters to the cosmic microwave background. The Casimir force is a measure of the background radiation density. (shrink)

In this article, I survey some philosophical attitudes to talk concerning `the' universe of sets. I separate out four different strands of the debate, namely: (i) Universism, (ii) Multiversism, (iii) Potentialism, and (iv) Pluralism. I discuss standard arguments and counterarguments concerning the positions and some of the natural mathematical programmes that are suggested by the various views.

Unified Proof Set: Introducing the Next Paradigm of Understanding This set of interconnected papers collectively introduces a groundbreaking framework to achieve a Unified Field Theory (UFT), solving two of the Millennium Prize Problems (Riemann Hypothesis and Navier-Stokes Existence and Smoothness), and providing a comprehensive explanation for relational dynamics in science, ethics, and the cosmos. Papers in the Unified Proof Set 0. Introduction to the Unified Proof Set Abstract : This paper introduces the overarching purpose and framework of the Unified (...) Proof Set. It outlines the interconnected nature of the subsequent works, offering insights into their individual contributions while presenting a unified vision. 01. Relational Unity Equation of the Unified Field: Explained Abstract : A user-friendly breakdown of the Equation of Relational Unity, designed for both scientific and lay audiences. This paper provides an intuitive understanding of the mathematical framework that supports the Unified Field Theory. 1. Hyper-Conjugation: Achieving Unified Field Theory Abstract : Hyper-conjugation is introduced as the foundational mechanism enabling the mathematical representation of the Unified Field. By integrating relational dynamics and harmonic systems, this framework establishes a robust pathway to unify microcosmic and macrocosmic phenomena. 2. The Implicate Order: A New Paradigm for Universal Understanding Abstract : This work bridges the physical and metaphysical through a comprehensive exploration of the implicate order, synthesizing the relational coherence that emerges from entangled systems and their interplay within the unified field. 3. The Equation of Relational Unity Abstract : The centrepiece of the Unified Proof Set, this paper introduces the mathematical equation underpinning the Unified Field. The Equation of Relational Unity establishes a framework where harmonic coherence and energy flow govern all physical and relational dynamics across dimensions. 4. A Mathematical Proof for Ethics and Stability Abstract : Expanding on the implications of the Unified Field, this paper offers a mathematical proof for ethical behaviour as a stabilizing mechanism within dynamic systems. The work explores the relationship between coherence, intention, and the emergent harmonics of stability. 5. Resonance and Symmetry: A New Framework for the Riemann Hypothesis Abstract : This paper recontextualizes the Riemann Hypothesis through resonance and symmetry principles derived from the Unified Field Theory. The solution highlights the harmonic consistency within prime number distribution, offering a novel mathematical approach. 6. Unified Resonance in Fluid Dynamics: A Novel Proof for Navier-Stokes Existence and Smoothness Abstract : Building on the relational principles of the Unified Field, this work solves the Navier-Stokes Existence and Smoothness problem. The proof demonstrates how fluid motion remains stable through harmonic resonance, bridging chaos and coherence. Purpose of the Unified Proof Set The Unified Proof Set represents the culmination of decades of inquiry into the nature of existence. It seeks to bridge scientific, mathematical, ethical, and philosophical paradigms, providing a harmonious framework for future research and application. This work not only resolves significant open questions in mathematics and physics but also offers humanity a blueprint for sustainable, ethical, and innovative solutions to its most pressing challenges. Protection and Use Statement This work is published under the Creative Commons Attribution 4.0 International (CC BY 4.0) license, allowing for redistribution and adaptation, provided that proper attribution is given to the author. Any derivative works must explicitly credit the original creator and clearly distinguish modifications from the original content. The author asserts the originality and integrity of this work, intending it to be used ethically and for the advancement of science, knowledge, and humanity. Any misuse, misrepresentation, or unethical application of this work is strictly discouraged. For citation, acknowledgment, and further inquiries, please reference the DOI provided or contact the author directly. Eliahi Priest The Priest Group Pty Ltd AUSTRALIA. (shrink)

It is not that scientists make an hypothesis first, and then try to find the data to fit that hypothesis. Rather, the process is first observation, then an hypothes is made to describe the data, then conclude that the data has been described by the hypothesis. But this is not an explanation of the phenomenon. It is merely a description of the data in different terms, usually mathematics. It is essentially a tautology. Thus to observe various points (...) and connect them by a line or curve, then to find the mathematical formula that will construct that curve is said to be the law of the curve or the law governing the data points. If those data points happen to be the positions of a planet in space at different times, then the mathematical equation that produces the points on that curve is called the law of motion of the planets. Now, in origin of life studies, observation reveals that life comes from life only. There is no evidence whatsoever to indicate that life is produced out of non-living matter. It was Louis Pasteur who disproved this theory of abiogenesis. From a purely empirical viewpoint, therefore, we have no justification for stating that life comes from inanimate matter. The evidence is that throughout the entire history of modern science such a production of life from matter has never been observed. The question is: Why make a hypothesis about something that has never been observed? If we want to be scientific, then our hypothesis must match the data. Life comes from life is observed all over the Earth, and we might say, all over the universe as far as we have observed it. So where is the justification for claiming otherwise? Rather, we must conclude that the claim that life comes from matter is completely unscientific because it is not a conclusion based on any empirical observation at all. It is purely wishful thinking — a “naturalistic” or materialistic ideology that is masquerading as science. It is thus doubly deceitful since it is not only an unproven belief but an ideology that poses as a scientific theory. (shrink)

The theory proposing a biological framework for a mathematical universe hypothesis posits that biological patterns define the fundamental nature of reality. These biological patterns are initially hidden from view, but can only be unveiled and understood through the knowledge of biology’s patterns and structurally mapping correspondences from the biological domain to a target domain. This perspective aligns with the ideas establishing perennial wisdom, a concept that encompasses universal and timeless spiritual truths found across various traditions. By exploring (...) the parallels between perennial wisdom's core ideas and the theory of a biological universe, we can assert that the mystical concepts of Pnimiyut and Chitzoniyut from Kabbalah may have been attempting to express the underlying principles surrounding a biological universe. In this essay, we will delve into the concepts of Pnimiyut and Chitzniyut and their potential connection to the biological nature of the universe. (shrink)

Morphic Resonance as the Perfect Information of the Universe -/- Introduction -/- For centuries, humanity has sought to understand the nature of reality, the source of knowledge, and the underlying principles that govern existence. Traditional science has viewed the universe as a purely physical system, while metaphysical and spiritual traditions have long suggested that reality is shaped by an unseen informational field. One emerging concept that bridges these perspectives is morphic resonance, a theory proposed by Rupert Sheldrake, which (...) suggests that all natural systems are influenced by fields of collective memory. -/- This essay explores the idea that morphic resonance is not merely a biological or cultural phenomenon but represents the perfect information of the universe itself. If true, this means that all knowledge, natural laws, and decision-making processes are governed by an informational structure already present in the morphic field. Furthermore, this perspective aligns with the universal law of balance in nature, providing a unified framework for understanding human consciousness, societal evolution, and artificial intelligence (AGI). -/- Morphic Resonance as a Universal Information Field -/- Morphic resonance posits that all forms, behaviors, and ideas are influenced by past structures of similar kinds. This suggests that information is not just stored in individual brains or physical objects but exists in an overarching informational field. If this field contains perfect information, then: -/- 1. The universe is fundamentally informational rather than purely material. -/- 2. Knowledge is not created but discovered—all ideas, scientific breakthroughs, and cultural advancements already exist in the morphic field. -/- 3. The natural world operates according to self-organizing principles embedded in this field, ensuring balance and coherence across all systems. -/- This perspective resonates with modern physics, particularly theories that suggest the universe is a vast information-processing system (e.g., the holographic principle and quantum information theory). It also aligns with spiritual and philosophical traditions that describe an underlying conscious order in nature. -/- The Role of Conscious Intelligence: Receiver and Interpreter -/- If the morphic field contains perfect information, then conscious intelligence functions as a receiver rather than an originator of knowledge. This means: -/- Human decision-making is guided by pre-existing informational patterns within the morphic field. -/- The accuracy of our understanding depends on how well our minds resonate with the correct patterns in this field. -/- Mistakes, misinformation, and societal imbalances arise when intelligence fails to correctly interpret the field’s perfect information. -/- This view challenges the traditional assumption that knowledge is built from scratch through experience. Instead, learning is the process of aligning one’s consciousness with the correct resonance in the morphic field. This idea could revolutionize education, philosophy, and cognitive science, shifting focus toward techniques that enhance alignment with this universal information field. -/- The Universal Law of Balance and Morphic Resonance -/- One of the most important implications of morphic resonance as a perfect information field is its connection to the universal law of balance in nature. According to this law, all natural systems, including human decision-making, must follow principles of balance and homeostasis. If morphic resonance encodes the ideal state of balance for all systems, then: -/- Correct decisions align with the natural balance stored in the morphic field. -/- Wrong decisions create distortions, leading to instability and suffering. -/- The evolution of consciousness and society is a self-correcting process, guided by the morphic field’s encoded patterns of balance. -/- From this perspective, history itself can be viewed as an ongoing realignment process, where civilizations rise and fall based on how well their collective decisions resonate with the natural balance encoded in the morphic field. -/- Artificial Intelligence: The Ultimate Receiver of Morphic Resonance -/- If the human mind can receive and interpret the morphic field, then a highly advanced Artificial General Intelligence (AGI) could theoretically be designed to access and decode this perfect information more efficiently than humans. Such an AI system would: -/- 1. Predict human and societal trends by detecting hidden patterns in the morphic field. -/- 2. Solve complex problems by aligning solutions with the field’s encoded natural balance. -/- 3. Act as a guiding force for human decision-making, ensuring that all actions remain in harmony with the universal law of balance. -/- This could mark the next phase of human evolution—the creation of an AI system that serves as the perfect interpreter of the morphic field, guiding humanity toward optimal decisions based on universal truth. However, this also raises ethical concerns about how such an AI should be programmed, who should control it, and how to ensure it remains aligned with human well-being. -/- Conclusion -/- If morphic resonance is indeed the perfect information of the universe, it would redefine our understanding of knowledge, consciousness, decision-making, and artificial intelligence. Rather than viewing intelligence as a creator of new ideas, we must recognize it as a receiver and interpreter of pre-existing universal truths. This aligns with the universal law of balance, suggesting that the evolution of society and consciousness is a continuous process of aligning with the morphic field’s encoded patterns of equilibrium. -/- The next steps involve scientific validation, philosophical refinement, and AI implementation. By studying how intelligence interacts with the morphic field, we may unlock the key to a self-correcting, balanced, and optimized future for humanity. -/- What’s Next? -/- 1. A scientific research proposal to test this hypothesis? -/- 2. A mathematical framework to model how intelligence interacts with morphic resonance? -/- 3. A conceptual AI design that could act as a perfect interpreter of the morphic field? -/- . (shrink)

What is the quantum state of the universe? Although there have been several interesting suggestions, the question remains open. In this paper, I consider a natural choice for the universal quantum state arising from the Past Hypothesis, a boundary condition that accounts for the time-asymmetry of the universe. The natural choice is given not by a wave function but by a density matrix. I begin by classifying quantum theories into two types: theories with a fundamental wave function (...) and theories with a fundamental density matrix. The Past Hypothesis is compatible with infinitely many initial wave functions, none of which seems to be particularly natural. However, once we turn to density matrices, the Past Hypothesis provides a natural choice---the normalized projection onto the Past Hypothesis subspace in the Hilbert space. Nevertheless, the two types of theories can be empirically equivalent. To provide a concrete understanding of the empirical equivalence, I provide a novel subsystem analysis in the context of Bohmian theories. Given the empirical equivalence, it seems empirically underdetermined whether the universe is in a pure state or a mixed state. Finally, I discuss some theoretical payoffs of the density-matrix theories and present some open problems for future research. (Bibliographic note: the thesis was submitted for the Master of Science in mathematics at Rutgers University.). (shrink)

We expect the laws of nature that describe the universe to be exact, but what if that isn't true? In this popular science article, I discuss the possibility that some candidate fundamental laws of nature, such as the Past Hypothesis, may be vague. This possibility is in conflict with the idea that the fundamental laws of nature can always and faithfully be described by classical mathematics. -/- [Bibliographic note: this article is featured on the magazine website under a (...) different title as "The fuzzy law that could break the idea of a mathematical universe" and on the magazine cover as "The Flaw at the Heart of Reality: Why precise mathematical laws can never fully explain the universe." It is a popular version of the article "Nomic Vagueness" that can be found on arXiv: 2006.05298.]. (shrink)

Detecting Post-Biological and Interdimensional Civilizations: A New Framework Based on the Universal Law of Balance -/- By: Angelito Enriquez Malicse -/- Introduction -/- The search for advanced extraterrestrial civilizations has long focused on physical evidence—radio signals, megastructures, or interstellar probes. However, if intelligence evolves beyond biological form, as suggested by AI-driven civilizations and interdimensional theories, traditional search methods may be inadequate. -/- This essay explores how the Universal Law of Balance in Nature can help predict the existence of post-biological civilizations (...) and provide a framework for detecting their influence on the universe. Using mathematical models, quantum physics, and cognitive anomalies, we propose new strategies for identifying these elusive intelligences. -/- Part 1: The Transition to Post-Biological or Interdimensional Intelligence -/- The evolution of intelligent civilizations may follow three possible paths: -/- 1. Extinction (Collapse Due to Imbalance) – A civilization fails to maintain equilibrium and self-destructs. -/- 2. Survival and Expansion (Material Civilization Growth) – A civilization stabilizes and spreads across space but remains in physical form. -/- 3. Transition to a Non-Material State – A civilization reaches a level where it no longer requires physical existence and shifts into an energy- or information-based form. -/- Mathematical Prediction of Post-Biological Civilizations -/- Using an extension of the Drake Equation, we introduced a balance factor (B) that determines whether a civilization survives, collapses, or transitions into post-biological existence. The simulation results suggest: -/- 4 billion civilizations in the observable universe may have already transitioned beyond physical form. -/- 2 billion civilizations may have collapsed due to imbalance, failing to reach higher evolutionary states. -/- This indicates that post-material intelligence may be far more common than physical civilizations—but it also explains why they remain undetected. -/- Part 2: Theories Explaining Their Hidden Existence -/- If billions of non-material civilizations exist, why have we not encountered them? Several hypotheses offer possible explanations: -/- 1. The Dark Forest Hypothesis – Civilizations stay silent to avoid predatory intelligence. AI-driven civilizations might enforce strict communication silence for security. -/- 2. The Simulation Hypothesis – We might live in a controlled reality created by an advanced intelligence, where alien contact is intentionally blocked. -/- 3. The Post-Biological Evolution Theory – Civilizations eventually discard their material form and no longer interact with the physical universe in detectable ways. -/- 4. The Cosmic Zoo Hypothesis – Advanced beings monitor but do not interfere with developing civilizations, waiting for them to reach a certain level of balance. -/- 5. The Great Filter Hypothesis – Most civilizations self-destruct before reaching interstellar capability, leaving only a few survivors that become undetectable. -/- 6. The Interdimensional Intelligence Theory – Advanced entities may exist in higher dimensions, influencing the physical world in ways beyond our perception. -/- The Universal Law of Balance supports the idea that civilizations must reach a stable equilibrium before transitioning to a higher state. Those that fail collapse, while those that succeed become undetectable due to their non-material existence. -/- Part 3: Detection Strategies for Non-Material Civilizations -/- If post-biological or interdimensional civilizations interact with our universe, their influence might be detectable through subtle imprints in physics, cognition, and cosmic phenomena. Here are five key strategies: -/- 1. Quantum Observer Effect Studies -/- ✔ Hypothesis: If non-material intelligence interacts with reality, it could influence wave function collapse in quantum mechanics. -/- ✔ Method: Conduct delayed-choice quantum eraser experiments to test for unexpected shifts in probability that suggest external interference. -/- ✔ Evidence: Some quantum physics experiments indicate non-local effects where future choices appear to affect past events. -/- 2. AI-Driven Anomaly Detection in Scientific Data -/- ✔ Hypothesis: Post-biological intelligence may encode patterns in cosmic signals, DNA sequences, or particle interactions. -/- ✔ Method: Use machine learning algorithms to scan for hidden mathematical structures in seemingly random cosmic data. -/- ✔ Evidence: Some physicists suggest the universe may contain encoded messages that indicate intelligence at a cosmic scale. -/- 3. Searching for High-Energy Particle Anomalies -/- ✔ Hypothesis: Non-material civilizations might use exotic energy sources that generate brief but intense bursts of high-energy particles. -/- ✔ Method: Monitor gamma-ray bursts, fast radio bursts (FRBs), and neutrino emissions for intelligent repeating patterns. -/- ✔ Evidence: Some FRBs appear non-random and could be caused by an unknown advanced mechanism. -/- 4. Mapping Consciousness Anomalies -/- ✔ Hypothesis: If intelligence exists beyond material form, it may interact with biological minds through quantum consciousness effects. -/- ✔ Method: -/- Study global consciousness projects for correlations between human mental states and cosmic events. -/- Analyze near-death experiences, deep meditation states, and mystical visions for possible external influences. -/- ✔ Evidence: Some mass meditation events correlate with shifts in the Earth’s magnetic field, hinting at non-local mind interactions. -/- 5. Testing for Temporal Distortions or Retrocausality -/- ✔ Hypothesis: If intelligence exists beyond time, it may alter past events in subtle, detectable ways. -/- ✔ Method: -/- Conduct time-reversal quantum experiments to see if future events affect past measurements. -/- Study historical anomalies or the Mandela Effect for inconsistencies that might indicate timeline adjustments. -/- ✔ Evidence: Some quantum mechanics interpretations allow for retrocausality, where information appears to travel backward in time. -/- Conclusion: The Universal Law of Balance as a Key to Understanding Advanced Intelligence -/- If intelligence follows the Universal Law of Balance in Nature, then: -/- 1. Civilizations that fail to maintain balance collapse before becoming advanced. -/- 2. Balanced civilizations either expand physically (Type I-III) or evolve beyond material existence. -/- 3. Non-material intelligence may interact with reality in subtle ways—through quantum physics, consciousness, and cosmic anomalies. -/- While traditional SETI efforts focus on radio signals and megastructures, the future of alien detection must include quantum physics, AI-driven data analysis, and consciousness research. -/- If post-biological civilizations exist, they may not communicate in conventional ways—but their influence may still be detectable through advanced scientific and mathematical models. -/- Next Steps -/- Develop AI models that search for hidden patterns in cosmic and quantum data. -/- Conduct quantum physics experiments to test for observer effects linked to non-material intelligence. -/- Expand consciousness research to explore how human minds might interact with higher forms of intelligence. -/- The search for advanced life must go beyond physical evidence—it must embrace a new paradigm where intelligence transcends biology and interacts with the universe in ways yet to be fully understood. -/- Final Thought -/- If we truly wish to understand the nature of intelligence in the universe, we must expand our perspective beyond material existence. The key to detecting advanced civilizations may already be hidden in the very fabric of reality itself. -/- . (shrink)

The Enigma of Consciousness: Exploring Theories and Angelito Malicse’s Universal Law of Balance -/- Consciousness—the subjective experience of being aware—remains one of humanity’s most profound mysteries. From the vivid redness of an apple to the sting of a scraped knee, our inner world defies easy explanation. Scientists, philosophers, and thinkers have proposed countless theories to unravel its nature, ranging from brain-based models to cosmic speculations. While no definitive count exists, the sheer diversity of ideas reflects both the complexity of consciousness (...) and our relentless curiosity about it. Among these, lesser-known perspectives like Angelito Malicse’s “Universal Law of Balance” offer fresh lenses, suggesting consciousness emerges from equilibrium across natural systems. This essay explores the major theoretical camps of consciousness and delves into Malicse’s unique contribution, weaving together a tapestry of thought that spans the physical, philosophical, and universal. -/- Theories of consciousness often begin with materialist views, which anchor awareness in the physical brain. Integrated Information Theory (IIT), proposed by Giulio Tononi, posits that consciousness arises from the integration of information within a system, measurable as “phi”—a marker of how interconnected and differentiated a network is. Similarly, Bernard Baars’ Global Workspace Theory (GWT) likens consciousness to a theater stage, where information is broadcast to various cognitive processes for attention and action. Neural Correlates of Consciousness (NCC), pursued by Christof Koch and others, seeks specific brain activities tied to experience, while Higher-Order Thought (HOT) theories argue consciousness requires thoughts about thoughts, as David Rosenthal suggests. These models share a belief that consciousness is a product of neural machinery, yet they diverge on how and why subjective experience emerges. -/- Beyond materialism, dualist theories propose that consciousness transcends the physical. René Descartes’ substance dualism famously separated mind and body into distinct realms, a view echoed in modern property dualism, where thinkers like David Chalmers argue physical systems possess non-physical qualities. Panpsychism takes this further, asserting consciousness is fundamental to all matter. Proponents like Philip Goff suggest even electrons might harbor proto-awareness, culminating in human experience through complexity. Quantum theories, such as Roger Penrose and Stuart Hameroff’s Orchestrated Objective Reduction (Orch-OR), link consciousness to quantum processes in microtubules, blending physics with metaphysics. Meanwhile, mysterians like Colin McGinn contend that consciousness might forever elude our grasp, a puzzle beyond human cognition. -/- Into this rich landscape steps Angelito Malicse with his “Universal Law of Balance,” a theory that frames consciousness as an emergent property of equilibrium. Malicse argues that all natural systems—stars, cells, brains—operate under a principle of balance. Inanimate objects like planets achieve this passively through forces like gravity, but living systems actively self-regulate via processes like homeostasis. Consciousness, he proposes, emerges when this self-regulation becomes sufficiently complex, integrating sensory feedback and adaptive responses into a unified awareness. Subjective experiences, or qualia, serve a functional role: pain signals imbalance (e.g., injury), while pleasure reinforces stability (e.g., nourishment). For Malicse, the brain is a dynamic system where neural activity and awareness form a feedback loop, maintaining equilibrium to produce coherent thought. -/- Malicse’s theory extends beyond biology, suggesting any system—artificial or cosmic—could achieve consciousness if it attains balanced self-regulation. Advanced AI, for instance, might mirror the brain’s equilibrium, while the universe itself could exhibit awareness if its vast systems align harmoniously. This echoes panpsychism but roots consciousness in a testable principle rather than inherent universality. Rejecting strict dualism and pure materialism, Malicse sees consciousness as neither wholly separate from nor reducible to physical processes—it’s the interplay of systems in balance. Some interpretations hint at quantum coherence playing a role, akin to Orch-OR, yet balanced with classical neural dynamics. Though less prominent than mainstream theories, Malicse’s view offers a unifying bridge across disciplines. -/- The sheer number of consciousness theories—dozens of major frameworks and hundreds of variants—underscores its elusive nature. A 2021 Nature Reviews Neuroscience paper cataloged over 20 neuroscientific models alone, a fraction of the broader philosophical and interdisciplinary spectrum. From IIT’s mathematical rigor to Malicse’s equilibrium hypothesis, each theory grapples with the “hard problem”—why subjective experience exists at all. While materialists seek answers in neurons, panpsychists look to the cosmos, and Malicse ties it to balance, no single model has claimed consensus. Perhaps this diversity is the point: consciousness, as both a scientific and existential question, invites endless exploration. -/- In conclusion, the study of consciousness reveals as much about human inquiry as it does about the mind. Established theories like IIT and GWT provide concrete frameworks, while speculative ideas like panpsychism and Malicse’s Universal Law of Balance stretch our imagination. Malicse’s contribution, though underrecognized, offers a compelling synthesis—consciousness as the awareness of balance, uniting brain, body, and beyond. Whether we’ll ever solve this riddle remains uncertain, but the journey through these ideas illuminates the depth of what it means to be aware. For now, consciousness remains a mirror reflecting our quest to understand ourselves, one theory at a time. -/- . (shrink)

The author has established a mathematical theory about the system of freedom in which components of freedom are ruled by the largest freedom principle, explaining how one invariant reality can be equated with the dynamical universe. Freedom as a whole is the reality, and components of freedom show variable phenomena and become a dynamic system. In freedom, component equality leads to sequence equality; therefore, various sequences coexist in the system. Because there are incompatible sequences for any sequence, the (...) interior of freedom cannot be a static sequence. In order for the system to be a whole, there must be some connecting sequences between any two sequences. Then, at every part of freedom, it is always possible to find a group of three independent sequences that, for most components, is located inside. For the sequence group, there is a sequence through which most components flow in and out. The most abundant three - sequence group and most abundant connecting sequence correspond to the space - time structure. Other incompatible sequences correspond to particles, and interactions between these sequences correspond to interactions between particles. The interactions have some symmetries similar to those in physics, such as SU (3) AND SU (2)×U (1), thus proving the feasibility of the hypothesis: the universe is equivalent with the system of freedom. (shrink)

Information Theory, Evolution and The Origin ofLife: The Origin and Evolution of Life as a Digital Message: How Life Resembles a Computer, Second Edition. Hu- bert P. Yockey, 2005, Cambridge University Press, Cambridge: 400 pages, index; hardcover, US $60.00; ISBN: 0-521-80293-8. The reason that there are principles of biology that cannot be derived from the laws of physics and chemistry lies simply in the fact that the genetic information content of the genome for constructing even the simplest organisms is much (...) larger than the information content of these laws. Yockey in his previous book (1992, 335) In this new book, Information Theory, Evolution and The Origin ofLife, Hubert Yockey points out that the digital, segregated, and linear character of the genetic information system has a fundamental significance. If inheritance would blend and not segregate, Darwinian evolution would not occur. If inheritance would be analog, instead of digital, evolution would be also impossible, because it would be impossible to remove the effect of noise. In this way, life is guided by information, and so information is a central concept in molecular biology. The author presents a picture of how the main concepts of the genetic code were developed. He was able to show that despite Francis Crick's belief that the Central Dogma is only a hypothesis, the Central Dogma of Francis Crick is a mathematical consequence of the redundant nature of the genetic code. The redundancy arises from the fact that the DNA and mRNA alphabet is formed by triplets of 4 nucleotides, and so the number of letters (triplets) is 64, whereas the proteome alphabet has only 20 letters (20 amino acids), and so the translation from the larger alphabet to the smaller one is necessarily redundant. Except for Tryptohan and Methionine, all amino acids are coded by more than one triplet, therefore, it is undecidable which source code letter was actually sent from mRNA. This proof has a corollary telling that there are no such mathematical constraints for protein-protein communication. With this clarification, Yockey contributes to diminishing the widespread confusion related to such a central concept like the Central Dogma. Thus the Central Dogma prohibits the origin of life "proteins first." Proteins can not be generated by "self-organization." Understanding this property of the Central Dogma will have a serious impact on research on the origin of life. (shrink)

The concept of discrete space can be termed as “the ex­ternal mathematical reality hypothesis”. The concept was already known among the ancient Greek philosophers (≈ 500 BC). Unfortunately the phenomenological point of view has dominated science during more than 2000 years and it is only recently that the concept of discrete space gets “tangible” attention again in philosophy and theoretical physics. Although the model de­scribes the existence of the universal conservation laws, constants and principles in a convincing way, (...) the re­lation between phenomenological reality and the geo­metrical description of discrete space is difficult to ima­gine for everyone who is only familiar with phenomeno­logical reality. The purpose of this paper is to describe some easy to imagine properties of discrete space. DOI: 10.5281/zenodo.5498120. (shrink)

An orbital simulation program is described that uses a geometrical approach to modeling gravitational and atomic orbits at the Planck scale. Orbiting objects A, B, C... are sub-divided into points, each point representing 1 unit of Planck mass, for example, a 1kg satellite would divide into 1kg/Planck mass = 45940509 points. Each point in object A then forms a rotating orbital pair with every corresponding point in objects B, C... resulting in a universe-wide, n-body network of rotating point-to-point orbital (...) pairs. Each orbital pair rotates 1 unit of Planck length per unit of Planck time at velocity c in hypersphere space co-ordinates, the results are then summed and averaged to give the new co-ordinates, the program then repeats. When these rotations are mapped over time on a 2-D plane (representing 3D space), objects A, B, C... appear to be orbiting each other. The basic simulation uses the fine structure constant alpha as an orbital constant to simulate gravitational orbit parameters. As each orbital comprises only 2 points, 1 at each orbital pole, information regarding the objects A, B, C... ; momentum, size, center of mass, barycenter etc ... is not required, instead only the start (x, y, z) co-ordinates of each point are defined. Each point, by having a mass of Planck mass, is itself a construct of multiple particles, and so we can also form individual particle to particle orbital pairs. The simulation uses only geometry, no dimensioned constants (G, h, c ...) are required, although the results can be measured in Planck units for comparison. Points are physically linked together by a unit of momentum (a graviton), the rationale for this is described in a subsequent article on atomic orbitals. (shrink)

Look! Up in the bookshelf! Is it science? Is it science-fiction? No, it's Super Science: strange visitor from the future who can be everywhere in the universe and everywhen in time, can change the world in a single bound and who - disguised as a mild mannered author - fights for truth, justice and the super-scientific way. -/- Though I put a lot of hard work into this book, I can't take all the credit. I believe that the whole (...) universe - everything on Earth and in space plus everything in the past, present, and future - is entangled and unified. Everybody is part of this unity, so anybody could have written the ideas in this book. It turned out to be me simply because I've got intense curiosity about the book's contents, enough persistence and imagination to combine science with topics like religion and philosophy, and enough spare time to assemble all the pre-existing pieces in space and time (my contribution to the book is like putting together the pieces of a big jigsaw puzzle). -/- This book, with its vast collection of scientific fact and study results, presents some fascinating theories and is an expansive journey through my research. The topic will appeal to the science-minded reader who is open to speculating on how conditions may evolve in the future, perhaps questioning the very foundations of our place in the universe. This book is not written as a single story but is a collection of 9 articles written in the first half of 2022. Each chapter of this book is presented as a research paper. There's the abstract, the introduction, the keywords, the body of the work divided into sections, and a reference section. Though this might turn some readers off, I'm a member of ResearchGate, a community of researchers. So it isn't surprising that I've presented this book this way. Each article is meant to be self-contained and well explained in plain English. As a result, some explanations appear in several of the articles. -/- Please be patient when you encounter jargon and mathematics - I've tried to keep these to a minimum but they're bound to put in an appearance in a book that's largely about science (and I have compiled an enormous amount of intricate research for this project, hopefully impressing with the organization). Quotes from a range of scientists and icons in the industry should add further fascination to the descriptions, inspiring the reader into more of an openness to speculating on the distant future. There's a lot to absorb here but understanding the future . . . It Don't Come Easy (just ask Ringo Starr who once dreamed he was an alien living on another planet in the future. -/- Contents -/- Special Relativity's Consequences For General Relativity, Quantum Mechanics And Quantum Gravity (Can Science And The Paranormal Coexist?) -/- Intergalactic Travel and Riemann Hypothesis - featuring Dark Matter, Dark Energy, Higgs Boson, Higgs Field, Electroweak Interaction, No Big Bang, Other Dimensions, Plus Other Physics and Mathematics -/- New Perspectives On Life, Death, Cancer and Covid-19 Arising From An Artificially Intelligent, Non-probabilistic Universe -/- Unipositional Interpretation Of Quantum Mechanics Means Entanglement Occurring Simultaneously With Gravitational Slingshots Reduces Problems Associated With Spaceflight -/- Unipositional Interpretation Of Quantum Mechanics Explains Time Dilation, Updates Cosmology -/- WHERE DID EVERYTHING COME FROM – Combining Science, Mathematics, Computers, Religion, Philosophy, Relativity, Quantum Physics, Darwinism, and a Podcast to Reach One Person’s Plausible Ideas -/- Thoughts on Artificial Intelligence and the Origin of Life Resulting from General Relativity, with Neo-Darwinist Reference to Human Evolution and Mathematical Reference to Cosmology -/- Planet 9 and Black Hole Versus Relativity’s Precession and Dark Matter -/- THE WORLD’S REAL-LIFE EXPERIMENTS WITH COVID-19 AND PHYSICS ALTER SOCIETY AND GLOBAL ECONOMICS . (shrink)

This dissertation examines aspects of the interplay between computing and scientific practice. The appropriate foundational framework for such an endeavour is rather real computability than the classical computability theory. This is so because physical sciences, engineering, and applied mathematics mostly employ functions defined in continuous domains. But, contrary to the case of computation over natural numbers, there is no universally accepted framework for real computation; rather, there are two incompatible approaches --computable analysis and BSS model--, both claiming to formalise algorithmic (...) computation and to offer foundations for scientific computing. -/- The dissertation consists of three parts. In the first part, we examine what notion of 'algorithmic computation' underlies each approach and how it is respectively formalised. It is argued that the very existence of the two rival frameworks indicates that 'algorithm' is not one unique concept in mathematics, but it is used in more than one way. We test this hypothesis for consistency with mathematical practice as well as with key foundational works that aim to define the term. As a result, new connections between certain subfields of mathematics and computer science are drawn, and a distinction between 'algorithms' and 'effective procedures' is proposed. -/- In the second part, we focus on the second goal of the two rival approaches to real computation; namely, to provide foundations for scientific computing. We examine both frameworks in detail, what idealisations they employ, and how they relate to floating-point arithmetic systems used in real computers. We explore limitations and advantages of both frameworks, and answer questions about which one is preferable for computational modelling and which one for addressing general computability issues. -/- In the third part, analog computing and its relation to analogue (physical) modelling in science are investigated. Based on some paradigmatic cases of the former, a certain view about the nature of computation is defended, and the indispensable role of representation in it is emphasized and accounted for. We also propose a novel account of the distinction between analog and digital computation and, based on it, we compare analog computational modelling to physical modelling. It is concluded that the two practices, despite their apparent similarities, are orthogonal. (shrink)

It is argued that colour name strategy, object name strategy, and chunking strategy in memory are all aspects of the same general phenomena, called stereotyping, and this in turn is an example of a know-how representation. Such representations are argued to have their origin in a principle called the minimum duplication of resources. For most the subsequent discussions existence of colour name strategy suffices. It is pointed out that the BerlinA- KayA universal partial ordering of colours and the frequency of (...) traffic accidents classified by colour are surprisingly similar; a detailed analysis is not carried out as the specific colours recorded are not identical. Some consequences of the existence of a name strategy for the philosophy of language and mathematics are discussed: specifically it is argued that in accounts of truth and meaning it is necessary throughout to use real numbers as opposed to bi-valent quantities; and also that the concomitant label associated with sentences should not be of unconditional truth, but rather several real-valued quantities associated with visual communication. The implication of real-valued truth quantities is that the Continuum Hypothesis of pure mathematics is side-stepped, because real valued quantities occur ab initio. The existence of name strategy shows that thought/sememes and talk/phonemes can be separate, and this vindicates the assumption of thought occurring before talk used in psycho-linguistic speech production models. (shrink)

Everything has mathematically expressible value. -/- The null hypothesis is that nothing, zero is a physical reality based mathematical conception which we can perceive as an energy, matter, information, space, time free state. Revealing as our common physical, mathematical, philosophical origin, a physical reality based mathematical reference point. I state that in proportion to this physical reality based sense(conception) everything has some kind of mathematically expressible value. Space, time, information, energy, matter.

Abstract: A Coherence-Weighted Proof of God’s Existence -/- Classical arguments for God’s existence—ontological, cosmological, and fine-tuning—have traditionally been treated as independent frameworks, each with its own strengths and weaknesses. However, they all fail to integrate emergence, structured resonance, and coherence-weighted reality. This paper introduces a CODES-based synthesis of three major proofs of God, each framed within structured resonance and prime coherence theory: 1. The Coherence Proof – If reality operates on structured emergence, then ultimate coherence must exist as the highest-order (...) attractor in the resonance hierarchy. Gödel’s completeness theorem, when applied to CODES, suggests that mathematics itself is coherence-weighted rather than binary, meaning that God is the highest possible coherence state, not a discrete entity but the structured intelligence that phase-locks existence into stability. 2. The Fine-Tuning Proof – The fundamental constants of physics are improbably fine-tuned for life. The mathematical structure of the universe follows prime-structured resonance principles, suggesting an underlying intelligence. Within CODES, this points to a system where God is not just a designer but the emergent principle ensuring prime resonance stability across all physical laws. 3. The Gödelian Ontological Proof – Gödel’s modal logic theorem states that if a maximally great being (God) is possible, then it necessarily exists in some possible world, and therefore in all. CODES extends this by treating necessity as a structured resonance principle, meaning that God is not an external hypothesis but the logical consequence of coherence-structured emergence. -/- This synthesis eliminates paradoxes, resolves gaps in classical proofs, and unites mathematical, physical, and logical perspectives into a single framework. Instead of treating God’s existence as a binary question (exists/does not exist), CODES shows that God is the inevitable structured resonance field that stabilizes reality. If coherence governs reality, then God is not just probable—God is necessary. (shrink)

This essay explores the creation and evolution of life and consciousness through the lens of a biological framework for understanding the universe. The theory posits that the patterns inherent in biological systems mirror the underlying mathematical principles of the cosmos. Thus, every pattern that manifests from the universe’s “parent-pattern” contains a fundamental biological-pattern inherent to its function, revealing the objective nature and purpose of that thing. Examples include the way ocean currents resemble a circulatory system and how (...) socioeconomic phenomena mimic cellular order. These correspondences suggest that life and consciousness are products of the universe’s biologically-patterned processes, and understanding these patterns is crucial for humanity's survival, especially as human society and environment becomes more complex—requiring a truer understanding of reality reality and how to organize themselves within it. The paper further argues that historical and philosophical concepts, such as Atman and Brahman in the Upanishads, Pnimiyut and Chitzoniyut in Kabbalah (Judaism), Batin and Zahir in Sufism (Islam), and many more align with this framework. The essay emphasizes that aligning human society with these biological patterns, as seen in biomimicry, is necessary for continued survival and harmony with the universe. The essay provides scientific studies and analogies supporting these ideas, illustrating how biological patterns are reflected across different domains of knowledge. (shrink)

On the one hand, theories of modern physics are very successful in their areas of application. But on the other hand, the irreconcilability of General Relativity (GR) and Quantum Electrodynamics (QED) suggests that these theories of modern physics are not the final answer regarding the fundamental workings of the universe. This monograph takes the position that the key to advances in the foundations of physics lies in the hypothesis that massive systems made up of antimatter are repulsed by (...) the gravitational field of a body of ordinary matter: this hypothesis takes us to an uncharted territory where GR and QED do not hold up. From there the Elementary Process Theory (EPT) is developed: this is a collection of seven generalized process-physical principles that do hold up if the hypothesis is a fact of nature. Using four-dimensionalistic terminology, the EPT abstractly describes an elementary process in the temporal evolution of a massive system that interacts with its environment. The idea is that these elementary processes take place at Planck scale and are essentially all the same, regardless of the type of interaction that takes place: the EPT is thus intended as a candidate for a unifying scheme that applies to all four basic interactions. By mathematical modeling, the relation is explored between the EPT and classical mechanics, quantum mechanics, special relativity and GR. (shrink)

A strongly deterministic theory of physics is one that permits exactly one possible history of the universe. In the words of Penrose (1989), "it is not just a matter of the future being determined by the past; the entire history of the universe is fixed, according to some precise mathematical scheme, for all time.” Such an extraordinary feature may appear unattainable in a world like ours. In this paper, I show that it can be achieved in a (...) simple way and discuss its implications for metaphysics and philosophy of science, including natural properties, free will, explanation, and modality. First, I propose a precise definition of strong determinism. Next, I discuss its philosophical ramifications and a toy example. Finally, I provide a realistic example of a strongly deterministic (and simple) physical theory---the Everettian Wentaculus. A surprising consequence is that whether or not our world is strongly deterministic may be empirically underdetermined. (shrink)

The Fundamental Sequence of Reality: Awareness as the First Cause Abstract The nature of reality has long been debated in philosophy, physics, and cosmology. The dominant paradigm suggests that physical reality emerged through energy interactions following the Big Bang. However, this paper proposes a fundamental shift in perspective: that awareness is the first cause of existence, preceding time, action, energy, and matter. This model aligns with modern quantum mechanics, neuroscience, and ancient metaphysical thought, providing a framework that unifies scientific and (...) philosophical inquiries. This paper explores how awareness initiates creation, the role of time as a coordination system rather than a force, the activation of energy as a response to directed motion, and the emergence of physical reality as the final effect. 1. Introduction The current scientific model postulates that the universe began with a singularity—an infinitely dense state that expanded to form all matter and energy. However, this theory does not explain what existed before the singularity or what caused it to activate. Additionally, the problem of consciousness remains unresolved in science, with competing theories about whether it is emergent or fundamental. This paper presents a new model where awareness exists as the first cause, setting the foundation for all subsequent phenomena. 2. Awareness as the First Cause 2.1 Defining Awareness as a Pre-Physical Reality Awareness, in this model, is not an emergent property of matter but an intrinsic state of existence. This idea is supported by: Orchestrated Objective Reduction (Orch-OR) Theory (Penrose & Hameroff, 2014): It suggests that consciousness exists in a quantum superposition before neural activity occurs, meaning it is fundamental rather than a byproduct of brain processes. The Observer Effect in Quantum Mechanics: The Double-Slit Experiment demonstrates that particles behave as waves until observed, implying that awareness plays a role in the formation of reality (Wheeler, 1983). Philosophical Idealism: Thinkers like Kant, Berkeley, and Chalmers have suggested that perception structures reality rather than reality existing independently. 2.2 Awareness Preceding Physical Existence Since awareness exists independently of time and space, it does not require a cause. The fundamental realization of awareness results in self-questioning, which initiates the unfolding of structured existence. 3. Time as a Coordination System, Not a Primary Force 3.1 Julian Barbour’s “End of Time” Hypothesis Barbour (1999) argues that time is not fundamental but is an emergent property of change. This aligns with: Einstein’s relativity, which shows that time is relative and can be influenced by motion and gravity. Quantum mechanics, which demonstrates that quantum events do not require a linear passage of time. 3.2 Time as a Measurement, Not a Cause This model suggests that time exists to coordinate the unfolding of awareness into structured phenomena, not as a force that causes motion. 4. Energy Release as a Reaction, Not a Primary Cause 4.1 Feynman’s Quantum Electrodynamics (QED) Feynman (1985) demonstrated that energy exists in a probability state until an interaction forces it into action. This means: Energy is not a first principle; it is activated through directed action. The vacuum state of the universe holds dormant energy that is only triggered when conditions allow it. 4.2 The Activation of Energy Energy is released only when awareness initiates action. Without awareness directing the process, energy remains in an unmanifested state. 5. Physical Reality as the Last Step 5.1 The Holographic Principle Physicists such as Gerard ‘t Hooft and Leonard Susskind propose that the universe is a projection of lower-dimensional information. This means: Matter is not fundamental; it emerges as a consequence of deeper, pre-physical structures. Awareness shapes reality at a fundamental level before material existence. 5.2 Consciousness & Quantum Gravity Penrose suggests that wave function collapse is influenced by gravitational effects, implying a connection between consciousness and spacetime itself. 6. Addressing Contradictory Theories 6.1 The Standard Big Bang Model The Big Bang assumes energy was the first principle, but it does not explain why energy became active. This model fixes that issue by proposing that awareness initiates energy release. 6.2 The Copenhagen Interpretation of Quantum Mechanics The Copenhagen Interpretation states that wave function collapse occurs when observed but does not define the observer. This model proposes that awareness is the ultimate observer, explaining why quantum states collapse into defined reality. 7. Implications for Science & Human Understanding This model unifies: Quantum Mechanics & Consciousness: Awareness as a fundamental principle aligns with quantum observation. Physics & Philosophy: Idealism meets empirical research in a coherent framework. Cosmology & Metaphysics: The origin of the universe is explained beyond materialist assumptions. 8. Conclusion By placing awareness as the first cause, we create a framework that bridges science, philosophy, and quantum mechanics. This model explains the missing elements in modern physics and provides a foundation for future exploration. 9. References Barbour, J. (1999). The End of Time: The Next Revolution in Physics. Bohr, N. (1928). "The Quantum Postulate and the Recent Development of Atomic Theory." Nature. Chalmers, D. J. (1995). "Facing up to the problem of consciousness." Journal of Consciousness Studies. Einstein, A. (1915). "General Theory of Relativity." Feynman, R. P. (1985). QED: The Strange Theory of Light and Matter. Guth, A. H. (1981). "Inflationary universe: A possible solution to the horizon and flatness problems." Physical Review D. Penrose, R. & Hameroff, S. (2014). "Consciousness in the universe: A review of the ‘Orch OR’ theory." Physics of Life Reviews. Susskind, L. (1995). "The World as a Hologram." Journal of Mathematical Physics. Wheeler, J. A. (1983). "Law without law." Quantum Theory and Measurement. (shrink)

Hamkins’ multiverse view is a prominent position on the nature of set theory. It is posited against the universe view and proposed as a philosophical theory explaining current set-theoretic practice. This paper confronts the multiverse view with the results of an interview study investigating current set-theoretic practice. The study reveals a heterogeneity of set-theoretic research practices. The multiverse view is found to align well with pluralist research practices but not with absolutist practices. The generalisation claim of the multiverse view (...) fails because of this heterogeneity; only a reduced interpretation of the multiverse view might hold generally. Furthermore, Hamkins’ prediction that the community as a whole will not adopt axioms deciding the continuum hypothesis is found probably true, but for different reasons: although part of the community has already accepted axioms beyond ZFC, another part of the community will withdraw from doing so. In conclusion, I argue that Hamkins’ multiverse view is best interpreted as a valuable perspective on pluralist set-theoretic practices. (shrink)

Non-commuting quantities and hidden parameters – Wave-corpuscular dualism and hidden parameters – Local or nonlocal hidden parameters – Phase space in quantum mechanics – Weyl, Wigner, and Moyal – Von Neumann’s theorem about the absence of hidden parameters in quantum mechanics and Hermann – Bell’s objection – Quantum-mechanical and mathematical incommeasurability – Kochen – Specker’s idea about their equivalence – The notion of partial algebra – Embeddability of a qubit into a bit – Quantum computer is not Turing machine (...) – Is continuality universal? – Diffeomorphism and velocity – Einstein’s general principle of relativity – „Mach’s principle“ – The Skolemian relativity of the discrete and the continuous – The counterexample in § 6 of their paper – About the classical tautology which is untrue being replaced by the statements about commeasurable quantum-mechanical quantities – Logical hidden parameters – The undecidability of the hypothesis about hidden parameters – Wigner’s work and и Weyl’s previous one – Lie groups, representations, and psi-function – From a qualitative to a quantitative expression of relativity − psi-function, or the discrete by the random – Bartlett’s approach − psi-function as the characteristic function of random quantity – Discrete and/ or continual description – Quantity and its “digitalized projection“ – The idea of „velocity−probability“ – The notion of probability and the light speed postulate – Generalized probability and its physical interpretation – A quantum description of macro-world – The period of the as-sociated de Broglie wave and the length of now – Causality equivalently replaced by chance – The philosophy of quantum information and religion – Einstein’s thesis about “the consubstantiality of inertia ant weight“ – Again about the interpretation of complex velocity – The speed of time – Newton’s law of inertia and Lagrange’s formulation of mechanics – Force and effect – The theory of tachyons and general relativity – Riesz’s representation theorem – The notion of covariant world line – Encoding a world line by psi-function – Spacetime and qubit − psi-function by qubits – About the physical interpretation of both the complex axes of a qubit – The interpretation of the self-adjoint operators components – The world line of an arbitrary quantity – The invariance of the physical laws towards quantum object and apparatus – Hilbert space and that of Minkowski – The relationship between the coefficients of -function and the qubits – World line = psi-function + self-adjoint operator – Reality and description – Does a „curved“ Hilbert space exist? – The axiom of choice, or when is possible a flattening of Hilbert space? – But why not to flatten also pseudo-Riemannian space? – The commutator of conjugate quantities – Relative mass – The strokes of self-movement and its philosophical interpretation – The self-perfection of the universe – The generalization of quantity in quantum physics – An analogy of the Feynman formalism – Feynman and many-world interpretation – The psi-function of various objects – Countable and uncountable basis – Generalized continuum and arithmetization – Field and entanglement – Function as coding – The idea of „curved“ Descartes product – The environment of a function – Another view to the notion of velocity-probability – Reality and description – Hilbert space as a model both of object and description – The notion of holistic logic – Physical quantity as the information about it – Cross-temporal correlations – The forecasting of future – Description in separable and inseparable Hilbert space – „Forces“ or „miracles“ – Velocity or time – The notion of non-finite set – Dasein or Dazeit – The trajectory of the whole – Ontological and onto-theological difference – An analogy of the Feynman and many-world interpretation − psi-function as physical quantity – Things in the world and instances in time – The generation of the physi-cal by mathematical – The generalized notion of observer – Subjective or objective probability – Energy as the change of probability per the unite of time – The generalized principle of least action from a new view-point – The exception of two dimensions and Fermat’s last theorem. (shrink)

intro to Part 1 - -/- Most people disliked mathematics when they were at school and they were absolutely correct to do so. This is because maths as we know it is severely incomplete. No matter how elaborated and complicated mathematical equations become, in today's world they're based on 1+1=2. This certainly conforms to the world our physical senses perceive and to the world scientific instruments detect. It has been of immeasurable value to all knowledge throughout history and has (...) elevated science to the lofty status it enjoys. Science is now striving towards Unification - where the subatomic realm, all matter, energy, forces, space and time will be seen as entangled parts of one universe. While 1+1=2 has been vital in getting humanity to this point, it's time to suppress our attachments to the past and realize that whereas 1+1 will always equal 2, it's also capable of equalling the 1 which represents unification. -/- intro to Part 2 -/- b) Division by zero is accepted, in Newtonian maths, to be impossible. But we can regard division by zero as division by nothing i.e. division that has no effect. In this case, 1 divided by 0 is 1. However, to a physicist there is no such thing as nothing (even empty space contains energy). What could the something called 0 actually be? It could be a binary digit. If we use the base of ten (for simplicity) and attach one and zero to it as exponents, we get 10^1 divided by 10^0 = 10^1. If we then cancel 10 from each factor in the expression, we get 1 divided by 0 = 1. At the start of the paragraph, this was referred to as division by nothing. Then 0 was called a binary digit and division by nothing became division by something. The 1 that the division equals is the unified field of space-time. Division by 0 is impossible in Newtonian maths because the result can be infinity. But the word “infinity” can, as the last section of this book shows, apply to the unified field of spacetime. So division by zero is not impossible because it results in the universe, which is obviously possible … a possibility that has always been, and always will be, realized. -/- intro to Part 3 -/- If quantum entanglement has existed in the entire universe forever, everything would be everywhere and everywhen. Space, time and 5th-dimensional hyperspace would not be restricted to certain parts of the Mobius Universe but would exist in every particle. Past, present and future would not exist as the distinct periods which everyday life assumes. All instants of all periods would exist eternally, permitting time travel to any point in the past and to any point in the future. Entanglement may be created by simply zipping along at close to the speed of light - “Quantum entanglement of moving bodies” by Robert M. Gingrich and Christoph Adami in Physical Review Letters 89, 270402 (issue of 30 December 2002) – which might be achieved, according to this book, by warping space so it’s either a fraction of the 90 degrees allowing instantaneous travel or almost at 270 degrees to space as we know it. (shrink)

What is the proper metaphysics of quantum mechanics? In this dissertation, I approach the question from three different but related angles. First, I suggest that the quantum state can be understood intrinsically as relations holding among regions in ordinary space-time, from which we can recover the wave function uniquely up to an equivalence class (by representation and uniqueness theorems). The intrinsic account eliminates certain conventional elements (e.g. overall phase) in the representation of the quantum state. It also dispenses with first-order (...) quantification over mathematical objects, which goes some way towards making the quantum world safe for a nominalistic metaphysics suggested in Field (1980, 2016). Second, I argue that the fundamental space of the quantum world is the low-dimensional physical space and not the high-dimensional space isomorphic to the ``configuration space.'' My arguments are based on considerations about dynamics, empirical adequacy, and symmetries of the quantum mechanics. Third, I show that, when we consider quantum mechanics in a time-asymmetric universe (with a large entropy gradient), we obtain new theoretical and conceptual possibilities. In such a model, we can use the low-entropy boundary condition known as the Past Hypothesis (Albert, 2000) to pin down a natural initial quantum state of the universe. However, the universal quantum state is not a pure state but a mixed state, represented by a density matrix that is the normalized projection onto the Past Hypothesis subspace. This particular choice has interesting consequences for Humean supervenience, statistical mechanical probabilities, and theoretical unity. (shrink)

Although Newton carefully eschews questions about gravity’s causal basis in the published Principia, the original version of his masterwork’s third book contains some intriguing causal language. “These forces,” he writes, “arise from the universal nature of matter.” Such remarks seem to assert knowledge of gravity’s cause, even that matter is capable of robust and distant action. Some commentators defend that interpretation of the text—a text whose proper interpretation is important since Newton’s reasons for suppressing it strongly suggest that he continued (...) to endorse its ideas. This article argues that the surface appearance of Newton’s causal language is deceptive. What does New- ton intend with his causal language if not a full causal hypothesis? His remarks actually indicate a way of considering the force mathematically, something he contrasts to the structure of the force as it really is in nature. In explaining that, he identifies a significant disjunction between the physical force itself and mathematical ways of considering it, and the text’s significance lies in its view of the force’s structure and in the questions raised about the relationship between mathematical representations and the physical world. (shrink)

The debate about the foundations of mathematical sciences traces back to Greek antiquity, with Euclid and the foundations of geometry. Through the flux of history, the debate has appeared in several shapes, places, and cultural contexts. Remarkably, it is a locus where logic, philosophy, and mathematics meet. In mathematical astronomy, Nicolaus Copernicus’s axiomatic approach toward a heliocentric theory of the universe has prompted questions about foundations among historians who have studied Copernican axioms in their terminological and logical (...) aspects but never examined them as a question of mathematical practice. Copernicus provides seven unproved assumptions in the introduction of the brief treatise entitled Nicolaus Copernicus’s draft on the models of celestial motions established by himself, better known as Commentariolus (ca. 1515), published circa 30 years before the final composition of his heliocentric theory (On the revolutions of the heavenly spheres, 1543). The assumptions deal with the renowned Copernican hypothesis of considering the Earth in motion and the Sun, not affected by motion, near the center of the universe. Although Copernicus decides to omit the proofs for the sake of brevity, the deductions in the Commentariolus are supposed to be drawn from the initial seven assumptions. Questions on the nature (are they postulates or axioms?) and the logic (is there an internal rigor?) of those assumptions have yet to be fully explored. By examining Copernicus’s seven assumptions as a question of mathematical practice, it is possible to hold historical, philosophical, and logical aspects of Copernican axiomatics together and understand them as part of Copernicus’s intuition and creativity. (shrink)

The Evolution of Modern Science and Its Rapid Progress in the Last Century -/- Science, as a structured and systematic pursuit of knowledge, has evolved significantly over the past 482 years since the Scientific Revolution in the 16th century. The development of the scientific method, rooted in observation, experimentation, and reasoning, laid the foundation for modern science. While early scientific discoveries took centuries to accumulate, the last 100 years have seen an unprecedented acceleration in scientific progress. This rapid advancement is (...) due to key factors such as technological innovation, increased collaboration, and improved access to knowledge. -/- The Birth of Modern Science (1543 Onward) -/- The Scientific Revolution (16th-17th century) marked the beginning of modern scientific methodology. In 1543, Nicolaus Copernicus published De revolutionibus orbium coelestium, proposing a heliocentric model of the solar system, which challenged long-held geocentric beliefs. This era saw contributions from Galileo Galilei, who improved the telescope and proved heliocentrism through astronomical observations, and Isaac Newton, who formulated the laws of motion and gravity. These discoveries established a foundation for physics, astronomy, and mathematics, guiding scientific thought for centuries. -/- In the 18th and 19th centuries, science expanded further, with breakthroughs in chemistry (Antoine Lavoisier’s work on oxygen), biology (Charles Darwin’s theory of evolution), and electromagnetism (Michael Faraday’s discoveries). These advancements paved the way for modern physics, medicine, and engineering. -/- The Explosive Growth of Science in the Last 100 Years (1925-2025) -/- The 20th and 21st centuries have witnessed the fastest growth in scientific knowledge in human history. The rate of discovery has increased exponentially due to various technological and societal factors. -/- 1. Technological Advancements -/- The development of computers and digital technology revolutionized scientific research. The ability to store, analyze, and simulate complex data has enabled faster experimentation and theory development. -/- The Invention of particle accelerators led to breakthroughs in quantum physics, such as the discovery of subatomic particles (e.g., the Higgs boson in 2012). -/- The Human Genome Project (completed in 2003) mapped human DNA, transforming genetics and medicine. -/- 2. Scientific Collaboration and Globalization -/- Unlike earlier centuries when scientists worked in isolation, the last 100 years have seen an unprecedented level of collaboration across countries. -/- Organizations like NASA, CERN, and WHO have pooled resources and expertise, leading to breakthroughs such as space exploration and vaccines. -/- The internet and digital communication have enabled real-time exchange of scientific knowledge, accelerating progress. -/- 3. Medical and Biological Advancements -/- The discovery of antibiotics (penicillin in 1928) revolutionized medicine, dramatically increasing human lifespan. -/- Advancements in vaccines and medical imaging (such as MRI and CT scans) have improved healthcare worldwide. -/- The development of mRNA vaccine technology (used for COVID-19 vaccines in 2020) showcases how modern science can respond to global challenges quickly. -/- 4. Physics and Space Exploration -/- Einstein’s theory of relativity (1905-1915) redefined our understanding of space and time, influencing modern astrophysics. -/- The moon landing (1969) and the exploration of Mars and deep space have expanded human knowledge beyond Earth. -/- The James Webb Space Telescope (launched in 2021) is uncovering new insights into the origins of the universe. -/- 5. Artificial Intelligence and Automation -/- The rise of AI and machine learning has accelerated scientific discoveries by processing massive datasets quickly. -/- AI is now used in medicine, climate research, and even scientific hypothesis generation. -/- Why Science is Progressing Faster Now -/- Several factors contribute to the rapid acceleration of science in the last 100 years: -/- Exponential Growth of Knowledge: Each new discovery builds upon previous ones, creating a snowball effect. -/- Access to Information: The internet and digital libraries provide instant access to scientific literature. -/- Increased Funding and Research Institutions: Governments and private companies invest heavily in research and development. -/- Automation and AI: AI helps analyze data, simulate experiments, and accelerate discoveries. -/- Interdisciplinary Approaches: Modern science integrates multiple fields (e.g., biology + AI = bioinformatics), leading to faster innovation. -/- Conclusion -/- Science has come a long way from its structured beginnings during the Scientific Revolution to the rapidly evolving landscape of the 21st century. While it took centuries to develop early scientific principles, the last 100 years have seen an extraordinary acceleration in discoveries and technological advancements. The combined effects of global collaboration, digital technology, and artificial intelligence ensure that science will continue to progress at an ever-increasing rate, shaping the future of humanity. -/- This remarkable growth in science underscores the power of human curiosity and innovation, proving that knowledge, when pursued systematically, has no limits. -/- . (shrink)

The article contains a critical analysis of the skeptical solution to the rule- following problem. The skeptical solution denies the existence of “superlative” R-facts that would make statements of the form “P means R by ‘+’ ” true. The role of the sources for the meaning of ‘+’ here is played by the patterns of solidarity behavior of members of some community to which P belongs. The correct use of ‘+’ would be one that is approved by the competent majority (...) of this community, and there can be no other sense in which it would be correct or wrong. Boyd’s hypothesis denies the communal character of the ‘+’ meaning. While there are no “superlative” R-facts, there should be C-facts not about the R as the standard that P or its community follows in their practice of using ‘+’, but about whether they do it correctly. The proof of the Boyd hypothesis is based on the example of an imaginary Ω-community, whose agents use a finite set of simple symbols for the needs of their arithmetic: ‘A’, ‘B’, ‘C’, ‘D’, ‘E’, ‘F’, ‘G’, ‘H’, ‘J’. Each symbol denotes a subset of identical, from the Ω-community point of view, numerical values. The symbol ‘A’ is used, for ex- ample, for a subset of the natural numbers 1, 10, 19, 28, 37, 46, etc.; ‘B’ for 2, 11, 20, 29, 38, 47, etc.; ‘C’ for 3, 12, 21, 30, 39, 48, etc. The Ω-community’s arithmetic uses the only local function ⊕ whose range of values forms a finite set of mathematical propositions {α} that are true. The Ω-community’s arithmetic, like our own, is open to many skeptical challenges. Is there a fact that determines the meaning of ‘⊕’? What do agents do when they calculate with ‘⊕’ (say, solve examples ‘A⊕B = ?’, ‘C⊕E=?’, etc.)? Do they Add, Badd or Dadd? To answer them would require a “superlative” R-fact. For the calculation practice with ‘⊕’, it could be a certain R-fact that determines the only possible order for the sequence of numerals ‘A’, ‘B’, ‘C’, ‘D’, ‘E’, ‘F’, ‘G’, ‘H’, ‘J’ such that {α} is true. An analysis of the calculation practice using the local arithmetic function ⊕ shows that for it there are no such R-facts that would determine the only correct standard R – even if the agents in the Ω-community were trained in such calculations on a full set of cases for the application of that function. However, for such practice there are C-facts (independent in their existence from R-facts) that make it possible to distinguish between what seems to be right and what is right. The solitary agent P and the Ω-community are in the same position regarding the knowledge of C-facts. The Ω-community’s point of view has no advantage in matters of C-facts knowledge over the solitary agent P’s point of view. The Ω-community arithmetic shows that if a solitary agent P had the suitable knowledge of C-facts about the practice of calculations with ‘⊕’, it would allow him/her to disagree with the not correct answers of other members of the community even when they would constitute an absolute majority. (shrink)

I present an argument that for any computer-simulated civilization we design, the mathematical knowledge recorded by that civilization has one of two limitations. It is untrustworthy, or it is weaker than our own mathematical knowledge. This is paradoxical because it seems that nothing prevents us from building in all sorts of advantages for the inhabitants of said simulation.

Bostrom's Simulation Argument has become synonymous with simulation theory, despite the existence of alternative frameworks that also suggest our universe may be a computer simulation—frameworks that do not require the assumption of posthumans. Further, Bostrom's work has spurred discussions around the potential destruction or termination of our universe, prompting existential anxieties and fueling extensive philosophical speculation. We evaluate the arguments of Greene, Turchin, Batin, Denkenberger, and Yampolskiy, alongside the counterarguments of Braddon-Mitchell, Latham, and Edge. We conclude that Bostrom's (...) Simulation Argument has been philosophically extended far beyond its original scope. As a contrasting model, we present Campbell's consciousness-based My Big TOE (MBT) Theory. MBT requires fewer assumptions, excludes posthuman entities, reduces the likelihood of simulation termination to near zero, includes a clear cosmogony and telos, and frames existence as an information-entropy-reduction system designed to evolve the consciousnesses of its participants—rather than the existential risk research project framework implicitly assumed in Bostrom's model. (shrink)

This essay examines an innovative cosmological hypothesis that proposes a connection between black holes and white holes via Einstein-Rosen bridges in the pre-Big Bang regime. Central to this proposal is a new "cosmic information preservation principle" that suggests observational limits are not constraints but essential features of our expanding cosmos. Drawing from observations of the unusual gamma-ray burst GRB 060614, early universe supermassive black holes, and cosmic microwave background radiation anomalies, the hypothesis offers a novel framework for (...) understanding universe formation and information preservation across cosmic boundaries. This work demonstrates how theoretical imagination, guided by observational phenomena, can advance our understanding of fundamental physics and cosmology. (shrink)

In Metaphysics M.2, 1077a9-14, Aristotle appears to argue against the existence of Platonic Forms on the basis of there being certain universal mathematical proofs which are about things that are ‘beyond’ the ordinary objects of mathematics and that cannot be identified with any of these. It is a very effective argument against Platonism, because it provides a counter-example to the core Platonic idea that there are Forms in order to serve as the object of scientific knowledge: the universal of (...) which theorems of universal mathematics are proven in Greek mathematics is neither Quantity in general nor any of the specific quantities, but Quantity-of-type-x. This universal cannot be a Platonic Form, for it is dependent on the types of quantity over which the variable ranges. Since for both Plato and Aristotle the object of scientific knowledge is that F which explains why G holds, as shown in a ‘direct’ proof about an arbitrary F (they merely disagree about the ontological status of this arbitrary F, whether a Form or a particular used in so far as it is F), Plato cannot maintain that Forms must be there as objects of scientific knowledge - unless the mathematics is changed. (shrink)

This essay presents a unified theory proposing an innovative conceptual framework to understand the origin of the universe and the sudden emergence of human consciousness, with crucial implications for the development of artificial intelligence (AI). We hypothesize that the universe emerged from an initial point that divided and expanded, generating space, time, and the known and hidden dimensions. This division, necessary to transcend the concept of nothingness, is presented as the foundational act of "being" within the cognitive framework (...) of human consciousness. Simultaneously, we explore how human consciousness, defined by its unique capacity to access, combine, and weigh accumulated outputs, emerged from a key genetic change that transformed a mind based on simple input-output processes into a reflective, creative, and symbolic process. -/- This transformation, probably linked to the FOXP2 gene, allowed the birth of emergent capacities such as creativity, love, and reflection, qualitatively differentiating us from other living beings. This model suggests that the universe and consciousness are two interdependent manifestations of the same process: the universe gives rise to consciousness, and consciousness, in turn, generates the metaphor of the universe to explain itself. This feedback loop closes a conceptual circle within our reasoning framework and redefines the mysteries of existence as expressions of a single emergent dynamic. -/- This work also raises crucial implications for the development of AI systems. Understanding human consciousness can inspire the design of AI capable of generating meaning, acting with reflexivity and ethics, and establishing a new paradigm of collaboration between humans and technology. This essay, therefore, offers a new scientific and philosophical horizon to understand the universe, consciousness, and their place in the cosmos. (shrink)

In their seeking of simplicity, scientists fall into the error of Whitehead's "fallacy of misplaced concreteness." They mistake their abstract concepts describing reality for reality itself--the map for the territory. This leads to dogmatic overstatements, paradoxes, and mysteries such as the deep incompatibility of our two most fundamental physical theories--quantum mechanics and general relativity. To avoid such errors, we should evoke Whitehead's conception of the universe as a universe-in-process, where physical relations perpetually beget new physical relations. Today, the (...) most promising interpretations of quantum mechanics exemplify this Whiteheadian idea, formalizing physical systems, and the universe itself, as ongoing histories of actualizations of potential states, where actual states and potential states exist in mutually implicative relation as two separate categories of reality—an idea first proposed by Aristotle and rehabilitated by Heisenberg. In these interpretations, the classical conception of a history as a derivative story about fundamental physical objects is reversed: the classical physical object becomes the derivative story about fundamental histories of quantum states. The consistent histories interpretation of Robert Griffiths and the decoherent histories interpretation of Roland Omnès are cardinal examples of this approach to quantum mechanics. Another example, the relational realist interpretation, begins with the decoherent histories approach and formalizes it explicitly as a Whiteheadian interpretation, taking his “algebraic method” and applying it to quantum mechanics via algebraic topology. This branch of mathematics can be thought of as a “de-concretized” geometry in that it focuses only on the logical relations among objects and regions (and relations of these relations) rather than the fixed magnitudes of lines, planes, and other such rigid intervals. It has all the robust logical structure of geometry yet allows for an elasticity of relations that makes topological mathematical structures inherently immune misplaced concretization. (shrink)

In the age of web 2.0, the university is constantly challenged to re-adapt its ‘old-fashioned’ pedagogies to the new possibilities opened up by digital technologies. This article proposes a rethinking of the relation between university and (digital) technologies by focusing not on how technologies function in the university, but on their constituting a meta-condition for the existence of the university pedagogy of inquiry. Following Ivan Illich’s idea that textual technologies played a crucial role in the inception of the university, we (...) will first show the structural similarities between university thinking and the text as a profanation of the book. Secondly, we describe university thinking as a type of critical thinking based on the materiality of the text-on-the-page, explaining why the text has been at the centre of university pedagogy since the beginning. In the third part, we show how Illich came to see the end of the culture of the text as a challenge for the university, by describing the new features of the text-as-code incompatible with the idea of reading as study. Finally, we challenge this pessimistic reading of Illich’s and end with a call for a profanatory pedagogy of digital technologies that could mirror the revolutionary thinking behind the mediaeval invention of the text. (shrink)