Results for 'Yoga Godel'

172 found
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  1. Gödel's Cantorianism.Claudio Ternullo - 2015 - In Eva-Maria Engelen & Gabriella Crocco (eds.), Kurt Gödel: Philosopher-Scientist. Presses Universitaires de Provence. pp. 417-446.
    Gödel’s philosophical conceptions bear striking similarities to Cantor’s. Although there is no conclusive evidence that Gödel deliberately used or adhered to Cantor’s views, one can successfully reconstruct and see his “Cantorianism” at work in many parts of his thought. In this paper, I aim to describe the most prominent conceptual intersections between Cantor’s and Gödel’s thought, particularly on such matters as the nature and existence of mathematical entities (sets), concepts, Platonism, the Absolute Infinite, the progress and inexhaustibility of mathematics.
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  2. A COGNITIVE SCIENCE PERSPECTIVE OF YOGA SYSTEM OF THOUGHT.Varanasi Ramabrahmam - 2011 - In The proceedings of the national conference on "Opportunities and Challenges of Ayurveda (including Siddha) and Yoga in the Present Milieu" (AYURYOG 2011) between 21-23 January, 2011 at Dept. of Sanskrit Studies, University of Hyderabad, at Hyder.
    A cognitive science perspective of yoga system of thought will be developed in conjugation with the Samkhya Darsana. This development will be further advanced using Advaita Vedanta and will be translated into modern scientific terms to arrive at an idea about cognition process. The stalling of the cognitive process and stilling the mind will be critically discussed in the light of this perspective. This critical analysis and translation into cognitive science and modern scientific terms will be presented together with (...)
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  3. On Saying What You Really Want to Say: Wittgenstein, Gödel and the Trisection of the Angle.Juliet Floyd - 1995 - In Jaakko Hintikka (ed.), From Dedekind to Gödel: The Foundations of Mathematics in the Early Twentieth Century, Synthese Library Vol. 251 (Kluwer Academic Publishers. pp. 373-426.
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  4. Yoga From the Mat Up: How Words Alight on Bodies.Doris McIlwain & John Sutton - 2013 - Educational Philosophy and Theory (6):1-19.
    Yoga is a unique form of expert movement that promotes an increasingly subtle interpenetration of thought and movement. The mindful nature of its practice, even at expert levels, challenges the idea that thought and mind are inevitably disruptive to absorbed coping. Building on parallel phenomenological and ethnographic studies of skilful performance and embodied apprenticeship, we argue for the importance in yoga of mental access to embodied movement during skill execution by way of a case study of instruction and (...)
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  5. On the Philosophical Relevance of Gödel's Incompleteness Theorems.Panu Raatikainen - 2005 - Revue Internationale de Philosophie 59 (4):513-534.
    A survey of more philosophical applications of Gödel's incompleteness results.
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  6. The Gödel Paradox and Wittgenstein's Reasons.Francesco Berto - 2009 - Philosophia Mathematica 17 (2):208-219.
    An interpretation of Wittgenstein’s much criticized remarks on Gödel’s First Incompleteness Theorem is provided in the light of paraconsistent arithmetic: in taking Gödel’s proof as a paradoxical derivation, Wittgenstein was drawing the consequences of his deliberate rejection of the standard distinction between theory and metatheory. The reasoning behind the proof of the truth of the Gödel sentence is then performed within the formal system itself, which turns out to be inconsistent. It is shown that the features of paraconsistent arithmetics match (...)
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  7. The Collision of Language and Metaphysics in the Search for Self-Identity: On Ahaṃkāra and Asmitā in Sāṃkhya-Yoga.Marzenna Jakubczak - 2011 - Argument: Biannual Philosophical Journal 1 (1):37-48.
    The author of this paper discusses some major points vital for two classical Indian schools of philosophy: (1) a significant feature of linguistic analysis in the Yoga tradition; (2) the role of the religious practice (iśvara-pranidhana) in the search for true self-identity in Samkhya and Yoga darśanas with special reference to their gnoseological purposes; and (3) some possible readings of ‘ahamkara’ and ‘asmita’ displayed in the context of Samkhya-Yoga phenomenology and metaphysics. The collision of language and metaphysics (...)
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  8. Wittgenstein’s ‘Notorious Paragraph’ About the Gödel Theorem.Timm Lampert - 2006 - In Contributions of the Austrian Wittgenstein Societ. pp. 168-171.
    In §8 of Remarks on the Foundations of Mathematics (RFM), Appendix 3 Wittgenstein imagines what conclusions would have to be drawn if the Gödel formula P or ¬P would be derivable in PM. In this case, he says, one has to conclude that the interpretation of P as “P is unprovable” must be given up. This “notorious paragraph” has heated up a debate on whether the point Wittgenstein has to make is one of “great philosophical interest” revealing “remarkable insight” in (...)
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  9. Defending Gödel Against Floyd-Putnam's Wittgenstein.Kaave Lajevardi - manuscript
    I argue against Juliet Floyd and Hilary Putnam's (2000, 2004) reading of Wittgenstein's "notorious" paragraph on Gödel's first incompleteness theorem.
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  10.  82
    Kurt Gödel, Paper on the Incompleteness Theorems (1931).Richard Zach - 2004 - In Ivor Grattan-Guinness (ed.), Landmark Writings in Mathematics. Amsterdam: North-Holland. pp. 917-925.
    This chapter describes Kurt Gödel's paper on the incompleteness theorems. Gödel's incompleteness results are two of the most fundamental and important contributions to logic and the foundations of mathematics. It had been assumed that first-order number theory is complete in the sense that any sentence in the language of number theory would be either provable from the axioms or refutable. Gödel's first incompleteness theorem showed that this assumption was false: it states that there are sentences of number theory that are (...)
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  11.  68
    Kurt Gödel and Computability Theory.Richard Zach - 2006 - In Arnold Beckmann, Ulrich Berger, Benedikt Löwe & John V. Tucker (eds.), Logical Approaches to Computational Barriers. Second Conference on Computability in Europe, CiE 2006, Swansea. Proceedings. Berlin: Springer. pp. 575--583.
    Although Kurt Gödel does not figure prominently in the history of computabilty theory, he exerted a significant influence on some of the founders of the field, both through his published work and through personal interaction. In particular, Gödel’s 1931 paper on incompleteness and the methods developed therein were important for the early development of recursive function theory and the lambda calculus at the hands of Church, Kleene, and Rosser. Church and his students studied Gödel 1931, and Gödel taught a seminar (...)
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  12. The Purpose of Non-Theistic Devotion in the Classical Indian Tradition of Sāṃkhya–Yoga.Marzenna Jakubczak - 2014 - Argument: Biannual Philosophical Journal 4 (1):55-68.
    The paper starts with some textual distinctions concerning the concept of God in the metaphysical framework of two classical schools of Hindu philosophy, Sāṃkhya and Yoga. Then the author focuses on the functional and pedagogical aspects of prayer as well as practical justification of “religious meditation” in both philosophical schools. A special attention is put on the practice called īśvarapraṇidhāna, recommended in Yoga school, which is interpreted by the author as a form of non-theistic devotion. The meaning of (...)
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  13.  97
    First Person Accounts of Yoga Meditation Yield Clues to the Nature of Information in Experience. Shetkar, Alex Hankey & H. R. Nagendra - 2017 - Cosmos and History 13 (1):240-252.
    Since the millennium, first person accounts of experience have been accepted as philosophically valid, potentially useful sources of information about the nature of mind and self. Several Vedic sciences rely on such first person accounts to discuss experience and consciousness. This paper shows that their insights define the information structure of experience in agreement with a scientific theory of mind fulfilling all presently known philosophical and scientific conditions. Experience has two separate components, its information content, and a separate ‘witness aspect’, (...)
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  14.  45
    Quantified Propositional Gödel Logics.Matthias Baaz, Agata Ciabattoni & Richard Zach - 2000 - In Andrei Voronkov & Michel Parigot (eds.), Logic for Programming and Automated Reasoning. 7th International Conference, LPAR 2000. Berlin: Springer. pp. 240-256.
    It is shown that Gqp↑, the quantified propositional Gödel logic based on the truth-value set V↑ = {1 - 1/n : n≥1}∪{1}, is decidable. This result is obtained by reduction to Büchi's theory S1S. An alternative proof based on elimination of quantifiers is also given, which yields both an axiomatization and a characterization of Gqp↑ as the intersection of all finite-valued quantified propositional Gödel logics.
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  15. Questioning Gödel's Ontological Proof: Is Truth Positive?Gregor Damschen - 2011 - European Journal for Philosophy of Religion 3 (1):161-169.
    In his "Ontological proof", Kurt Gödel introduces the notion of a second-order value property, the positive property P. The second axiom of the proof states that for any property φ: If φ is positive, its negation is not positive, and vice versa. I put forward that this concept of positiveness leads into a paradox when we apply it to the following self-reflexive sentences: (A) The truth value of A is not positive; (B) The truth value of B is positive. Given (...)
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  16.  38
    Compact Propositional Gödel Logics.Matthias Baaz & Richard Zach - 1998 - In 28th IEEE International Symposium on Multiple-Valued Logic, 1998. Proceedings. Los Alamitos: IEEE Press. pp. 108-113.
    Entailment in propositional Gödel logics can be defined in a natural way. While all infinite sets of truth values yield the same sets of tautologies, the entailment relations differ. It is shown that there is a rich structure of infinite-valued Gödel logics, only one of which is compact. It is also shown that the compact infinite-valued Gödel logic is the only one which interpolates, and the only one with an r.e. entailment relation.
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  17.  60
    Incompleteness of a First-Order Gödel Logic and Some Temporal Logics of Programs.Matthias Baaz, Alexander Leitsch & Richard Zach - 1996 - In Hans Kleine Büning (ed.), Computer Science Logic. CSL 1995. Selected Papers. Berlin: Springer. pp. 1--15.
    It is shown that the infinite-valued first-order Gödel logic G° based on the set of truth values {1/k: k ε w {0}} U {0} is not r.e. The logic G° is the same as that obtained from the Kripke semantics for first-order intuitionistic logic with constant domains and where the order structure of the model is linear. From this, the unaxiomatizability of Kröger's temporal logic of programs (even of the fragment without the nexttime operator O) and of the authors' temporal (...)
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  18. Towards Knowing Ourselves: Classical Yoga Perspective.Marzenna Jakubczak - 2004 - Journal of Human Values 10 (2):111-116.
    Self-knowledge, at first glance, seems to be naturally and easily accessible to each of us. We commonly believe that we need much less effort to understand ourselves than to understand the world. The authoress of the paper uncovers the fallacy of this popular view referring to the fundamental conceptions and philosophical ideas of the classical Yoga. She tries to demystify our deceptive self-understanding explaining the definitions of ignorance (avidya), I-am-ness (asmita), desire (raga), aversion (dvesha) and fear of death (abhinivesha) (...)
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  19.  42
    Completeness of a Hypersequent Calculus for Some First-Order Gödel Logics with Delta.Matthias Baaz, Norbert Preining & Richard Zach - 2006 - In 36th International Symposium on Multiple-valued Logic. May 2006, Singapore. Proceedings. Los Alamitos: IEEE Press.
    All first-order Gödel logics G_V with globalization operator based on truth value sets V C [0,1] where 0 and 1 lie in the perfect kernel of V are axiomatized by Ciabattoni’s hypersequent calculus HGIF.
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  20. Raja Yoga, Asceticism, and the Ramananda Sampraday.Ramdas Lamb - 2005 - In Knut A. Jacobsen (ed.), Theory and Practice of Yoga: Essays in Honour of Gerald James Larson. Leiden, Netherlands: Brill. pp. 317-331.
    The chapter focuses on the yogic and other ascetic practices of the sadhus of the Ramananda Sampraday, the largest renunciant order in the world.
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  21.  67
    Teismo e teologia nello Yoga classico.Paolo Magnone - 1991 - In Stefano Piano & Victor Agostini (eds.), Atti del Quarto e del Quinto Convegno Nazionale di Studi Sanscriti (Torino, 24 gennaio 1986 - Milano, 8 novembre 1988). Associazione Italiana di Studi Sanscriti. pp. 181-189.
    [Theism and Theology in Classical Yoga] .
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  22.  49
    Heritage of the Yoga Philosophy and Transcendental Phenomenology: The Interlocution of Knowledge and Wisdom Across Two Traditions of Philosophy.Tharakan Koshy - 2015 - In Pius V. Thomas (ed.), Knowledge, Theorization and Rights. Siliguri, West Bengal: Salesian College Publication. pp. 72-82.
    Comparative philosophy has been subjected to much criticism in the latter half of the last century, though some of these criticisms were appropriate and justified. However, in our present cultural milieu, where traditions and culture transcend their geographical boundaries, seeping through the global network of views and ideas, it seems to be a legitimate enterprise to understand one’s own traditions and culture through the critical lens of the ‘other culture’. It is such cross-cultural understanding that paved the way towards legitimizing (...)
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  23.  91
    Self-Reference and Gödel's Theorem: A Husserlian Analysis. [REVIEW]Albert Johnstone - 2003 - Husserl Studies 19 (2):131-151.
    A Husserlian phenomenological approach to logic treats concepts in terms of their experiential meaning rather than in terms of reference, sets of individuals, and sentences. The present article applies such an approach in turn to the reasoning operative in various paradoxes: the simple Liar, the complex Liar paradoxes, the Grelling-type paradoxes, and Gödel’s Theorem. It finds that in each case a meaningless statement, one generated by circular definition, is treated as if were meaningful, and consequently as either true or false, (...)
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  24. A History of Yoga.Vivian Worthington - 1982 - Routledge & Kegan Paul.
    INTRODUCTION Yoga is very ancient, certainly much older than the archaeological record, which is the only reliable one we have at present. ...
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  25.  35
    Remarks on Wittgenstein, Gödel, Chaitin, Incompleteness, Impossiblity and the Psychological Basis of Science and Mathematics.Michael Richard Starks - 2019 - In Remarks on Impossibility, Incompleteness, Paraconsistency, Undecidability, Randomness, Computability, Paradox, Uncertainty and the Limits of Reason in Chaitin, Wittgenstein, Hofstadter, Wolpert, Doria, da Costa, Godel, Searle, Rodych, Berto, Floyd, Moyal. Las Vegas, NV USA: Reality Press. pp. 24-38.
    It is commonly thought that such topics as Impossibility, Incompleteness, Paraconsistency, Undecidability, Randomness, Computability, Paradox, Uncertainty and the Limits of Reason are disparate scientific physical or mathematical issues having little or nothing in common. I suggest that they are largely standard philosophical problems (i.e., language games) which were resolved by Wittgenstein over 80 years ago. -/- Wittgenstein also demonstrated the fatal error in regarding mathematics or language or our behavior in general as a unitary coherent logical ‘system,’ rather than as (...)
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  26.  83
    The Philosophical Foundations of Yoga Therapy.Marzenna Jakubczak - 2000 - Analecta Husserliana 64:145-151.
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  27.  32
    Proof That Wittgenstein is Correct About Gödel.P. Olcott - manuscript
    When we sum up the results of Gödel's 1931 Incompleteness Theorem by formalizing Wittgenstein’s verbal specification such that this formalization meets Gödel's own sufficiency requirement: ”Every epistemological antinomy can likewise be used for a similar undecidability proof." then we can see that Gödel's famous logic sentence is only unprovable in PA because it is untrue in PA because it specifies the logical equivalence to self contradiction in PA.
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  28.  88
    Tantra and Yoga: An Egg and the Hen Problem.Subhasis Chattopadhyay - manuscript
    This is what Daniel Simpson has to say of it: -/- An entertaining polemic that takes heartfelt swipes at Western scholars, accusing them of misreading Tantra. "Hinduism is Tantric in essence," the essay says, without proving that Tantra predates other influences, or that "Yoga in its various forms, arises out of Tantra". The latter seems at odds with the earliest descriptions of austerities, or the ascetic objective of bodily transcendence (which Tantric teachings later modified, as evinced by hatha (...) texts). Meanwhile, Patanjali is said to be Tantric because he describes a silent mind - despite not mentioning kundalini (as the author implies). And quoting Abhinavagupta does not mean that Vedanta is based on his framework. Yoga and experiential insight might be inseparable, but a history of ideas can still be written, however tangential it might seem to the practices it alludes to. If "that which is comprehensible is reductionist and is an exercise in structural scrutiny which is disastrous to Indology," then why compose an essay reducing Hinduism to Tantra, while dismissing all else as misguided archiving? Regardless, I enjoyed its invective. -/- . (shrink)
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  29.  59
    The Sense of Ego-Maker in Classical Sāṃkhya and Yoga: Reconsideration of ‘Ahaṃkāra’ with Reference to the Mind-Body Problem.Jakubczak Marzenna - 2013 - In Girishwar Misra (ed.), Psychology & Psychoanalysis. History of Science, Philosophy. New Delhi: Munshiram Monoharlal. pp. 291-308.
    While elucidating the sense of ego-maker in classical Samkhya and Yoga philosophy I bear in mind several meanings of the word ‘sense’, or different levels of its understanding, namely: the semantic, ontological and epistemic as well as axiological sense. Thus, my aim is, firstly, to specify the semantic sense of the term ‘ahamkara’, that is to explain its contents or denotation. Secondly, when focusing on the ontological context I will try to define the nature and reason, or purpose (arthavattava), (...)
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  30. Spinoza and Gödel: Causa Sui and Undecidable Truth.Martin Zwick - 2007 - North American Spinoza Society Monograph 13:46-52.
    Spinoza distinguishes between causation that is external, as in A causing B where A is external to B, and causation that is internal, where C causes itself (causa sui), without any involvement of anything external to C. External causation is easy to understand, but self causation is not. This note explores an approach to self-causation based upon Gödelian undecidability and draws upon ideas from an earlier study of Gödel’s proof and the quantum measurement problem (Zwick, 1978).
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  31.  20
    What Do Paraconsistent, Undecidable, Random, Computable and Incomplete Mean? A Review of Godel's Way: Exploits Into an Undecidable World by Gregory Chaitin, Francisco A Doria, Newton C.A. Da Costa 160p (2012) (Review Revised 2019).Michael Starks - 2019 - In Suicidal Utopian Delusions in the 21st Century -- Philosophy, Human Nature and the Collapse of Civilization -- Articles and Reviews 2006-2019 4th Edition Michael Starks. Las Vegas, NV USA: Reality Press. pp. 278-293.
    In ‘Godel’s Way’ three eminent scientists discuss issues such as undecidability, incompleteness, randomness, computability and paraconsistency. I approach these issues from the Wittgensteinian viewpoint that there are two basic issues which have completely different solutions. There are the scientific or empirical issues, which are facts about the world that need to be investigated observationally and philosophical issues as to how language can be used intelligibly (which include certain questions in mathematics and logic), which need to be decided by looking (...)
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  32. What Do Paraconsistent, Undecidable, Random, Computable and Incomplete Mean? A Review of Godel's Way: Exploits Into an Undecidable World by Gregory Chaitin, Francisco A Doria , Newton C.A. Da Costa 160p (2012).Michael Starks - 2017 - Philosophy, Human Nature and the Collapse of Civilization -- Articles and Reviews 2006-2017 3rd Ed 686p(2017).
    In ‘Godel’s Way’ three eminent scientists discuss issues such as undecidability, incompleteness, randomness, computability and paraconsistency. I approach these issues from the Wittgensteinian viewpoint that there are two basic issues which have completely different solutions. There are the scientific or empirical issues, which are facts about the world that need to be investigated observationally and philosophical issues as to how language can be used intelligibly (which include certain questions in mathematics and logic), which need to be decided by looking (...)
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  33.  65
    Meaning, Presuppositions, Truth-Relevance, Gödel's Sentence and the Liar Paradox.X. Y. Newberry - manuscript
    Section 1 reviews Strawson’s logic of presuppositions. Strawson’s justification is critiqued and a new justification proposed. Section 2 extends the logic of presuppositions to cases when the subject class is necessarily empty, such as (x)((Px & ~Px) → Qx) . The strong similarity of the resulting logic with Richard Diaz’s truth-relevant logic is pointed out. Section 3 further extends the logic of presuppositions to sentences with many variables, and a certain valuation is proposed. It is noted that, given this valuation, (...)
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  34. Innate and Emergent: Jung, Yoga and the Archetype of the Self Encounter the Objective Measures of Affective Neuroscience.Leanne Whitney - 2018 - Cosmos and History 14 (2):292-303.
    Jung’s individuation process, the central process of human development, relies heavily on several core philosophical and psychological ideas including the unconscious, complexes, the archetype of the Self, and the religious function of the psyche. While working to find empirical evidence of the psyche’s religious function, Jung studied a variety of subjects including the Eastern liberatory traditions of Buddhism and Patañjali’s Classical Yoga. In these traditions, Jung found substantiation of his ideas on psychospiritual development. Although Jung’s career in soul work (...)
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  35.  45
    Sāṃkhya-Yoga Philosophy and the Mind-Body Problem.Paul Schweizer - 2019 - Prabuddha Bharata or Awakened India 124 (1):232-242.
    The relationship between the physical body and the conscious human mind has been a deeply problematic topic for centuries. Physicalism is the 'orthodox' metaphysical stance in contemporary Western thought, according to which reality is exclusively physical/material in nature. However, in the West, theoretical dissatisfaction with this type of approach has historically lead to Cartesian-style dualism, wherein mind and body are thought to belong to distinct metaphysical realms. In the current discussion I compare and contrast this standard Western approach with an (...)
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  36. Torkel Franzén, Gödel's Theorem: An Incomplete Guide to its Use and Abuse. [REVIEW]R. Zach - 2005 - History and Philosophy of Logic 26 (4):369-371.
    On the heels of Franzén's fine technical exposition of Gödel's incompleteness theorems and related topics (Franzén 2004) comes this survey of the incompleteness theorems aimed at a general audience. Gödel's Theorem: An Incomplete Guide to its Use and Abuse is an extended and self-contained exposition of the incompleteness theorems and a discussion of what informal consequences can, and in particular cannot, be drawn from them.
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  37. Jung, Yoga and Affective Neuroscience: Towards a Contemporary Science of the Sacred.Leanne Whitney - 2018 - Cosmos and History 14 (1):306-320.
    Materialist and fundamentalist reductive ideologies obscure our capacity to directly experience the numinous. Thus, importantly, given the weight of the observable and measurable in orthodox science, and oftentimes a dismissal of both the soul and the subjective, a viable means of reconciling science and religious experience has continued to elude us. As a counter-measure to this obscuration, Jungian-oriented depth psychology has developed as an empirical science of the unconscious, researching both subject and object and offering theories and practices that foster (...)
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  38. Godel Meets Carnap: A Prototypical Discourse on Science and Religion.Alfred Gierer - 1997 - Zygon 32 (2):207-217.
    Modern science, based on the laws of physics, claims validity for all events in space and time. However, it also reveals its own limitations, such as the indeterminacy of quantum physics, the limits of decidability, and, presumably, limits of decodability of the mind-brain relationship. At the philosophical level, these intrinsic limitations allow for different interpretations of the relation between human cognition and the natural order. In particular, modern science may be logically consistent with religious as well as agnostic views of (...)
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  39. Intensionality and the Gödel Theorems.David D. Auerbach - 1985 - Philosophical Studies 48 (3):337--51.
    Philosophers of language have drawn on metamathematical results in varied ways. Extensionalist philosophers have been particularly impressed with two, not unrelated, facts: the existence, due to Frege/Tarski, of a certain sort of semantics, and the seeming absence of intensional contexts from mathematical discourse. The philosophical import of these facts is at best murky. Extensionalists will emphasize the success and clarity of the model theoretic semantics; others will emphasize the relative poverty of the mathematical idiom; still others will question the aptness (...)
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  40. The Problem of Psychophysical Agency in the Classical Sāṃkhya and Yoga Perspective.Marzenna Jakubczak - 2015 - Argument: Biannual Philosophical Journal 5 (1):25-34.
    The paper discusses the issue of psychophysical agency in the context of Indian philosophy, focusing on the oldest preserved texts of the classical tradition of Sāṃkhya–Yoga. The author raises three major questions: What is action in terms of Sāṃkhyakārikā (ca. fifth century CE) and Yogasūtra (ca. third century CE)? Whose action is it, or what makes one an agent? What is a right and morally good action? The first part of the paper reconsiders a general idea of action – (...)
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  41. Hayek, Gödel, and the Case for Methodological Dualism.Ludwig M. P. van den Hauwe - 2011 - Journal of Economic Methodology 18 (4):387-407.
    On a few occasions F.A. Hayek made reference to the famous Gödel theorems in mathematical logic in the context of expounding his cognitive and social theory. The exact meaning of the supposed relationship between Gödel's theorems and the essential proposition of Hayek's theory of mind remains subject to interpretation, however. The author of this article argues that the relationship between Hayek's thesis that the human brain can never fully explain itself and the essential insight provided by Gödel's theorems in mathematical (...)
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  42.  62
    Gödel's Incompleteness Theorems, Free Will and Mathematical Thought.Solomon Feferman - 2011 - In Richard Swinburne (ed.), Free Will and Modern Science. Oup/British Academy.
    The determinism-free will debate is perhaps as old as philosophy itself and has been engaged in from a great variety of points of view including those of scientific, theological, and logical character. This chapter focuses on two arguments from logic. First, there is an argument in support of determinism that dates back to Aristotle, if not farther. It rests on acceptance of the Law of Excluded Middle, according to which every proposition is either true or false, no matter whether the (...)
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  43.  77
    Two Types of Ontological Frame and Gödel’s Ontological Proof.Sergio Galvan - 2012 - European Journal for Philosophy of Religion 4 (2):147--168.
    The aim of this essay is twofold. First, it outlines the concept of ontological frame. Secondly, two models are distinguished on this structure. The first one is connected to Kant’s concept of possible object and the second one relates to Leibniz’s. Leibniz maintains that the source of possibility is the mere logical consistency of the notions involved, so that possibility coincides with analytical possibility. Kant, instead, argues that consistency is only a necessary component of possibility. According to Kant, something is (...)
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  44.  44
    Sufism and Yoga According to Muhammad Ghawth.Muhammet Bilal Yamak - 2018 - Tasavvur - Tekirdag Theology Journal 4 (2):900 - 912.
    Carl Ernst'ten çevirdiğimiz metinde Şettârî tarikati şeyhlerinden Muhammed Gavs'ın tercüme ettiği eser vasıtası ile Yogiler ile sûfîler arasındaki münâsebet ele alınmaktadır.
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  45.  26
    Pernyataan tentang kemustahilan, ketidaklengkapan, Paraconsistency,Undecidability, Randomness, Komputabilitas, paradoks, dan ketidakpastian dalam Chaitin, Wittgenstein, Hofstadter, Wolpert, Doria, da Costa, Godel, Searle, Rodych, Berto, Floyd, Moyal-Sharrock dan Yanofsky.Michael Richard Starks - 2019 - Las Vegas, NV USA: Reality Press.
    Hal ini sering berpikir bahwa kemustahilan, ketidaklengkapan, Paraconsistency, Undecidability, Randomness, komputasi, Paradox, ketidakpastian dan batas alasan yang berbeda ilmiah fisik atau matematika masalah memiliki sedikit atau tidak ada dalam Umum. Saya menyarankan bahwa mereka sebagian besar masalah filosofis standar (yaitu, Permainan bahasa) yang sebagian besar diselesaikan oleh Wittgenstein lebih dari 80years yang lalu. -/- "Apa yang kita ' tergoda untuk mengatakan ' dalam kasus seperti ini, tentu saja, bukan filsafat, tetapi bahan baku. Jadi, misalnya, apa yang seorang matematikawan cenderung mengatakan (...)
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  46.  13
    Remarques sur l'impossibilité l'incomplétude, la paracohérence l'indécision, le hasard, la calculabilité, le paradoxe et l'incertitude - dans Chaitin, Wittgenstein, Hofstadter, Wolpert, Doria da Costa, Godel, Searle, Rodych, Berto Floyd, Moyal-Sharrock et Yanofsky.Michael Richard Starks - 2019 - Las Vegas, NV USA: Reality Press.
    On pense généralement que l'impossibilité, l'incomplétdulité, la paracohérence, l'indécidabilité, le hasard, la calcul, le paradoxe, l'incertitude et les limites de la raison sont des questions scientifiques physiques ou mathématiques disparates ayant peu ou rien dans terrain d'entente. Je suggère qu'ils sont en grande partie des problèmes philosophiques standard (c.-à-d., jeux de langue) qui ont été la plupart du temps résolus par Wittgenstein plus de 80 ans. Je fournis un bref résumé de quelques-unes des principales conclusions de deux des plus éminents (...)
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  47. Gödel’s Disjunction: The Scope and Limits of Mathematical Knowledge. [REVIEW]Panu Raatikainen - 2018 - History and Philosophy of Logic 39 (4):401-403.
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  48. Philosophical Consequences of the Gödel Theorem.Alfred Driessen - 2005 - In Eeva Martikainen (ed.), Human Approaches to the Universe. Luther-Agricola-Society.
    In this contribution an attempt is made to analyze an important mathematical discovery, the theorem of Gödel, and to explore the possible impact on the consistency of metaphysical systems. It is shown that mathematics is a pointer to a reality that is not exclusively subjected to physical laws. As the Gödel theorem deals with pure mathematics, the philosopher as such can not decide on the rightness of this theorem. What he, instead can do, is evaluating the general acceptance of this (...)
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  49.  58
    Book Review: Jeff Buechner, Gödel, Putnam, and Functionalism: A New Reading of Representation and Reality. [REVIEW]Witold M. Hensel & Marcin Miłkowski - 2014 - Journal of Cognitive Science 15 (3):391-402.
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  50. Deflationism and Gödel’s Theorem – a Comment on Gauker.Panu Raatikainen - 2002 - Analysis 62 (1):85–87.
    In his recent article Christopher Gauker (2001) has presented a thoughtprovoking argument against deflationist theories of truth. More exactly, he attacks what he calls ‘T-schema deflationism’, that is, the claim that a theory of truth can simply take the form of certain instances of the T-schema.
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