In the 1960s and 1970s, Hilary Putnam articulated a notion of relativized apriority that was motivated to address the problem of scientific change. This paper examines Putnam’s account in its historical context and in relation to contemporary views. I begin by locating Putnam’s analysis in the historical context of Quine’s rejection of apriority, presenting Putnam as a sympathetic commentator on Quine. Subsequently, I explicate Putnam’s positive account of apriority, focusing on his analysis of the history of physics and geometry. In (...) the remainder of the paper, I explore connections between Putnam’s account of relativized a priori principles and contemporary views. In particular, I situate Putnam’s account in relation to analyses advanced by Michael Friedman, David Stump, and William Wimsatt. From this comparison, I address issues concerning whether a priori scientific principles are appropriately characterized as “constitutive” or “entrenched”. I argue that these two features need to be clearly distinguished, and that only the constitutive function is essential to apriority. By way of conclusion, I explore the relationship between the constitutive function of a priori principles and entrenchment. (shrink)

In his “Space, supervenience and substantivalism”, Le Poidevin proposes a substantivalism in which space is discrete, implying that there are unmediated spatial relations between neighboring primitive points. This proposition is motivated by his concern that relationism suffers from an explanatory lacuna and that substantivalism gives rise to a vicious regress. Le Poidevin implicitly requires that the relationist be committed to the “only x and y ” principle regarding spatial relations. It is not obvious that the relationist is committed (...) to this principle in such a context. An additional motivation for Le Poidevin's argument, that space should be considered to be discrete, is that he believes that substantivalists are committed to a vicious regress. I show that the regress is in fact not of the vicious variety. These two main arguments show that Le Poidevin's suggestion that we drop the density postulate for space is unnecessary. (shrink)

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, (...) Gödel’s sentence becomes neither true nor false. The similarity of this outcome with Goldstein and Gaifman’s solution of the Liar paradox, which is discussed in section 4, is emphasized. Section 5 returns to the definition of meaningfulness; the meaninglessness of certain sentences with empty subjects and of the Liar sentence is discussed. The objective of this paper is to show how all of the above-mentioned concepts are interrelated. (shrink)

I argue that physicians can save women from life-threatening pregnancies by performing a craniotomy, placentectomy, or salpingotomy without intending death or harm. To support this conclusion, I defend the relevance thesis about intentions (a person intends X only if X explains the action). I then criticize the identity thesis (if a person intends X and knows X is Y then the person intends Y) and three mistakenly strict moral principles: (1) one may not intend something that is a serious (...) harm for an innocent person, (2) one may not intend to terminate pregnancy before viability, which would prohibit, and (3) one may not act on a person’s body in a harmful way in order to benefit another person. (1) would prohibit procuring organs from living donors, (2) would prohibit treating hepatic pregnancies and other ectopic pregnancies, and (3) would prohibit procuring organs from living donors and performing many prenatal surgeries. (shrink)

When Mill published The Subjection of Women in 1869 he wanted to replace the domination of one sex by the other laws based on ‘a principle of perfect equality’. It is widely complained, however, that even advanced countries have still failed to achieve equality between the sexes. Power and wealth and influence are still overwhelmingly in the hands of men. But equalities of these kinds are not the ones required by the principle of equality that Mill had in (...) mind; and, furthermore, a principle that demanded them would actually be incompatible with Mill’s. The conclusion is not, however, that social policies dealing with men and women are all they should be. It is just that although the fundamental problems of feminism could be – and to a considerable extent still can be – expressed in terms of requirements for justice and equality, we have now reached a stage where concentrating on these ideas can distort the real problems, and may actually impede the kind of progress that is needed. (shrink)

Using William Shakespeare’s Hamlet and the play-within-the play, The Murder of Gonzago, as a case study, this essay argues that theatrical utterances constitute a special case of language usage not previously elucidated: the utterance of a statement with propositional content in theatre functions as an event. In short, the propositional content of a particular p (e.g. p1, p2, p3 …), whether or not it is true, is only understood—and understood to be true—if p1 is uttered in a particular time, (...) place, and situation (i.e. during a theatrical event); otherwise, the propositional content in those theatrical utterances can either be false or contingently true. (shrink)

Andrew Wiles' analytic proof of Fermat's Last Theorem FLT, which appeals to geometrical properties of real and complex numbers, leaves two questions unanswered: (i) What technique might Fermat have used that led him to, even if only briefly, believe he had `a truly marvellous demonstration' of FLT? (ii) Why is x^n+y^n=z^n solvable only for n<3? In this inter-disciplinary perspective, we offer insight into, and answers to, both queries; yielding a pre-formal proof of why FLT can be treated as (...) a true arithmetical proposition (one which, moreover, might not be provable formally in the first-order Peano Arithmetic PA), where we admit only elementary (i.e., number-theoretic) reasoning, without appeal to analytic properties of real and complex numbers. We cogently argue, further, that any formal proof of FLT needs---as is implicitly suggested by Wiles' proof---to appeal essentially to formal geometrical properties of formal arithmetical propositions. (shrink)

I’m to push back on Hill’s (2022) criticism in four ways. First: we need some context for the debate that occurred in the pages of the Social Epistemology Review and Reply Collective that so concerns Hill. Second: getting precise with our terminology (and not working with stereotypes) is the only theoretically fruitful way to approach the problem of conspiracy theories. Third: I address Hill’s claim there is no evidence George W. Bush or Tony Blair accused their critics, during the (...) build-up the invasion of Iraq in 2003ACE, as being “conspiracy theorists.” Fourth (and finally): I will gently suggest that Hill has succumbed to a stereotypical view of work in Philosophy on conspiracy theories. (shrink)

Judging the warrant of conspiracy theories can be difficult, and often we rely upon what the experts tell us when it comes to assessing whether particular conspiracy theories ought to be believed. However, whereas there are recognised experts in the sciences, I argue that only are is no such associated expertise when it comes to the things we call `conspiracy theories,' but that the conspiracy theorist has good reason to be suspicious of the role of expert endorsements when it (...) comes to conspiracy theories and their rivals. The kind of expertise, then, we might associate with conspiracy theories is largely improvised—in that it lacks institutional features—and, I argue, ideally the product of a community of inquiry. (shrink)

Conspiracy theories and conspiracy theorists have been accused of a great many sins, but are the conspiracy theories conspiracy theorists believe epistemically problematic? Well, according to some recent work, yes, they are. Yet a number of other philosophers like Brian L. Keeley, Charles Pigden, Kurtis Hagen, Lee Basham, and the like have argued ‘No!’ I will argue that there are features of certain conspiracy theories which license suspicion of such theories. I will also argue that these features only license (...) a limited suspicion of these conspiracy theories, and thus we need to be careful about generalising from such suspicions to a view of the warrant of conspiracy theories more generally. To understand why, we need to get to the bottom of what exactly makes us suspicious of certain conspiracy theories, and how being suspicious of a conspiracy theory does not always tell us anything about how likely the theory in question is to be false. (shrink)

Conspiracy theories are often portrayed as unwarranted beliefs, typically supported by suspicious kinds of evidence. Yet contemporary work in Philosophy argues provisional belief in conspiracy theories is—at the very—least understandable (because conspiracies occur) and if we take an evidential approach—judging individual conspiracy theories on their particular merits—belief in such theories turns out to be warranted in a range of cases. Drawing on this work, I examine the kinds of evidence typically associated with conspiracy theories, showing that the evidential problems typically (...) associated with conspiracy theories are not unique to such theories. As such, if there is a problem with the conspiracy theorist’s use of evidence, it is one of principle: is the principle which guides their use of evidence somehow in error? I argue that whatever we might think about conspiracy theories generally, there is no prima facie case for a scepticism of conspiracy theories based purely on their use of evidence. (shrink)

Conscious experiences are characterized by mental qualities, such as those involved in seeing red, feeling pain, or smelling cinnamon. The standard framework for modeling mental qualities represents them via points in geometrical spaces, where distances between points inversely correspond to degrees of phenomenal similarity. This paper argues that the standard framework is structurally inadequate and develops a new framework that is more powerful and flexible. The core problem for the standard framework is that it cannot capture precision structure: for example, (...) consider the phenomenal contrast between seeing an object as crimson in foveal vision versus merely as red in peripheral vision. The solution I favor is to model mental qualities using regions, rather than points. I explain how this seemingly simple formal innovation not only provides a natural way of modeling precision, but also yields a variety of further theoretical fruits: it enables us to formulate novel hypotheses about the space and structures of mental qualities, formally differentiate two dimensions of phenomenal similarity, generate a quantitative model of the phenomenal sorites, and define a measure of discriminatory grain. A noteworthy consequence is that the structure of the mental qualities of conscious experiences is fundamentally different from the structure of the perceptible qualities of external objects. (shrink)

Some time ago, Joel Katzav and Brian Ellis debated the compatibility of dispositional essentialism with the principle of least action. Surprisingly, very little has been said on the matter since, even by the most naturalistically inclined metaphysicians. Here, we revisit the Katzav–Ellis arguments of 2004–05. We outline the two problems for the dispositionalist identified Katzav in his 2004 , and claim they are not as problematic for the dispositional essentialist at it first seems – but not for the reasons (...) espoused by Ellis. (shrink)

‘Substance’ (substantia, zelfstandigheid) is a key term of Spinoza’s philosophy. Like almost all of Spinoza’s philosophical vocabulary, Spinoza did not invent this term, which has a long history that can be traced back at least to Aristotle. Yet, Spinoza radicalized the traditional notion of substance and made a very powerful use of it by demonstrating – or at least attempting to demonstrate -- that there is only one, unique substance -- God (or Nature) -- and that all other things (...) are merely modes or states of God. Some of Spinoza’s readers understood these claims as committing him to the view that only God truly exists, and while this interpretation is not groundless, we will later see that this enticing and bold reading of Spinoza as an ‘acosmist’ comes at the expense of another audacious claim Spinoza advances, i.e., that God/Nature is absolutely and actually infinite. But before we reach this last conclusion, we have a long way to go. So, let me first provide an overview of our plan. In the first section of this paper we will examine Spinoza’s definitions of ‘substance’ and ‘God’ at the opening of his magnum opus, the Ethics. Following a preliminary clarification of these two terms and their relations to the other key terms defined at the beginning of the Ethics, we will briefly address the Aristotelian and Cartesian background of Spinoza’s discussion of substance. In the second section, we will study the properties of the fundamental binary relations pertaining to Spinoza’s substance: inherence, conception, and causation. The third section will be dedicated to a clarification of Spinoza’s claim that God, the unique substance, is absolutely infinite. This essential feature of Spinoza’s substance has been largely neglected in recent Anglo-American scholarship, a neglect which has brought about an unfortunate tendency to domesticate Spinoza’s metaphysics to more contemporary views. The fourth section will study the nature of Spinoza’s monism. It will discuss and criticize the interesting yet controversial views of the eminent Spinoza scholar, Martial Gueroult, about the plurality of substances in the beginning of the Ethics; address Spinoza’s claim in Letter 50 that, strictly speaking, it is improper to describe God as “one”; and, finally, evaluate Spinoza’s kind of monism against the distinction between existence and priority monism recently introduced into the contemporary philosophical literature. The fifth and final section will explain the nature, reality, and manner of existence of modes. We therefore have an ambitious plan; let’s get down to business. (shrink)

A phenome occurs through the many pathways of the complex net of interaction between the phenome and its environment; therefore researching and understanding how it arises requires investigation into many possible causes that are in constant interaction with each other. The most comprehensive investigations in biology are the ones in which many biologists from different sub-areas—evolutionary biology, developmental biology, molecular biology, physiology, genetics, epigenetics, ecology—have collaborated. Still, biologists do not always need to collaborate or look for the most comprehensive explanations. (...) A more standard investigation in biology occurs within a single subarea, and uses well-defined experiments with very specific conditions. This paper is about causation and related explanation in plant phenome research and its relevance to Aristotle’s Theory of Four Causes. I argue that there are causes which resemble Aristotle’s formal, material, and efficient causes in phenotype explanation and occurrence; but causes which resemble Aristotle’s final causes occur in phenotype explanation only, not in the occurrence. (shrink)

The early modern period was the natural historical habitat of the Principle of Sufficient Reason, i.e., the demand that everything must have a cause, or reason. It is in this period that the principle was explicitly articulated and named, and throughout the period we find numerous formulations and variants of the PSR and its closely related ‘ex nihilo nihil fit’ principle, which the early moderns inherited from medieval philosophy. Contemporary discussions of these principles were not restricted to (...) philosophy. “Nothing will come of nothing; speak again” old King Lear tells his daughter Cordelia at the beginning of Shakespeare’s celebrated tragedy, and in early modern science, conservation principles were the order of the day. Within philosophy, Malebranche stipulates that there cannot be an effect without a cause, and Berkeley motivates his idealism by an appeal to ‘ex nihilo nihil fit.’ Were we to try to provide an exhaustive survey the various formulations of the PSR in this period – including the weaker ones – we would be writing an encyclopedia. In fact, one wonders whether any early modern thinker was willing to accept a wholesale rejection of the PSR, i.e., a view which states that no fact requires an explanation. Moreover, the view that many – perhaps most – facts require an explanation seems to be tacitly assumed even by us today, in both our theoretical and colloquial discourse. For these reasons, this chapter will focus on two early modern philosophers who advocated very strong (i.e., virtually exceptionless) versions of the PSR: Benedict de Spinoza and G.W. Leibniz. Following a brief overview of Descartes’s restricted endorsement of the PSR, I will turn to discuss the central features of the PSR in the writings of Spinoza (§2) and those of Leibniz (§3). In the cases of each of these philosophers, we will examine carefully: (i) their main statements of the PSR, (ii) the scope they assign to the principle (i.e., what requires an explanation and what counts as an explanation), (iii) the modal strength they assign to the principle, (iv) the main implications they draw from the principle, (v) exceptions to the principle, and, finally, (vi) the justification of the principle. In §4, we will study a principle, complementing the PSR, namely, the assertion that everything and every fact must have an effect (or as Leibniz would put it: “nothing is sterile”). (shrink)

Yitzhak Melamed here offers a new and systematic interpretation of the core of Spinoza's metaphysics. In the first part of the book, he proposes a new reading of the metaphysics of substance in Spinoza: he argues that for Spinoza modes both inhere in and are predicated of God. Using extensive textual evidence, he shows that Spinoza considered modes to be God's propria. He goes on to clarify Spinoza's understanding of infinity, mereological relations, infinite modes, and the flow of finite things (...) from God's essence. In the second part of the book, Melamed relies on this interpretation of the substance-mode relation and the nature of infinite modes and puts forward two interrelated theses about the structure of the attribute of Thought and its overarching role in Spinoza's metaphysics. First, he shows that Spinoza had not one, but two independent doctrines of parallelism. Then, in his final main thesis, Melamed argues that, for Spinoza, ideas have a multifaceted structure that allows one and the same idea to represent the infinitely many modes which are parallel to it in the infinitely many attributes. Thought turns out to be coextensive with the whole of nature. Spinoza cannot embrace an idealist reduction of Extension to Thought because of his commitment to the conceptual separation of the attributes. Yet, within Spinoza's metaphysics, Thought clearly has primacy over the other attributes insofar as it is the only attribute which is as elaborate, as complex, and, in some senses, as powerful as God. (shrink)

I develop and defend "metaethical experientialism," the thesis that phenomenal facts explain certain kinds of value facts. I argue, for example, that anyone who knows what it’s like to feel extreme pain is in a position to know that that kind of experience is bad. I argue that metaethical experientialism yields genuine counterexamples to the principle that no ethical conclusion can be derived from purely descriptive premises. I also discuss the prospects for a pluralistic metaethics, whereby different metaethical theories (...) hold for different classes of ethical facts. (shrink)

Spinoza ’s letter of June 2, 1674 to his friend Jarig Jelles addresses several distinct and important issues in Spinoza ’s philosophy. It explains briefly the core of Spinoza ’s disagreement with Hobbes’ political theory, develops his innovative understanding of numbers, and elaborates on Spinoza ’s refusal to describe God as one or single. Then, toward the end of the letter, Spinoza writes: With regard to the statement that figure is a negation and not anything positive, it is obvious that (...) matter in its totality, considered without limitation [indefinitè consideratam], can have no figure, and that figure applies only to finite and determinate bodies. For he who says that he apprehends a figure, thereby means to indicate simply this, that he apprehends a determinate thing and the manner of its determination. This determination therefore does not pertain to the thing in regard to its being [esse]; on the contrary, it is its non-being [non-esse]. So since figure is nothing but determination, and determination is negation [Quia ergo figura non aliud, quam determinatio, et determinatio negatio est], figure can be nothing other than negation, as has been said. Arguably, what is most notable about this letter is the fate of a single subordinate clause which appears in the last sentence of this passage: et determinatio negatio est. That clause was to be adopted by Hegel and transformed into the slogan of his own dialectical method: Omnis determinatio est negatio. Of further significance is the fact that, while Hegel does credit Spinoza with the discovery of this most fundamental insight, he believes Spinoza failed to appreciate the importance of his discovery. The issue of negation and the possibility of self-negation stand at the very center of the philosophical dialogue between the systems of Spinoza and Hegel, and in this paper I will attempt to provide a preliminary explication of this foundational debate between the two systems. In the first part of the paper I will argue that the “determination is negation” formula has been understood in at least three distinct senses among the German Idealists, and as a result many of the participants in the discussion of this formula were actually talking past each other. The clarification of the three distinct senses of the formula will lead, in the second part of the paper, to a more precise evaluation of the fundamental debate between Spinoza and Hegel regarding the possibility of self-negation. In this part I will evaluate the validity of each interpretation of the determination formula, and motivate the positions of the various participants in the debate. (shrink)

Though Spinoza's definition of God at the beginning of the Ethics unequivocally asserts that God has infinitely many attributes, the reader of the Ethics will find only two of these attributes discussed in any detail in Parts Two through Five of the book. Addressing this intriguing gap between the infinity of attributes asserted in E1d6 and the discussion merely of the two attributes of Extension and Thought in the rest of the book, Jonathan Bennett writes: Spinoza seems to imply (...) that there are other [attributes] – he says indeed that God or Nature has “infinite attributes.” Surprising as it may seem, there are reasons to think that by this Spinoza did not mean anything entailing that there are more than two attributes. In this paper I will argue that Bennett’s claim is fundamentally wrong and deeply misleading. I do think, however, that addressing Bennett’s challenge will help us better understand Spinoza’s notion of infinity. I will begin by summarizing Bennett’s arguments. I will then turn to examine briefly the textual evidence for and against his reading. Then I will respond to each of Bennett’s arguments, and conclude by pointing out theoretical considerations which, I believe, simply refute his reading. (shrink)

Bermúdez argues for rational framing effects in the form of quasi-cyclical preferences. This is supposed to refute the extensionality principle in standard decision theory. In response, I argue that it is better to analyze seemingly quasi-cyclical preferences as ceteris paribus preferences. Furthermore, if frames are included as objects of choice, we can acknowledge rational framing effects without rejecting extensionality.

There are two popular views regarding the origin of critical thinking: (1) The concept of critical thinking began with Socrates and his Socratic method of questioning. (2) The term ‘critical thinking’ was first introduced by John Dewey in 1910 in his book How We Think. This paper argues that both claims are incorrect. Firstly, critical reflection was a distinguishing characteristic of the Presocratic philosophers, setting them apart from earlier traditions. Therefore, they should be recognized as even earlier pioneers of critical (...) thinking. Secondly, John Dewey not only used the term ‘critical thinking’ before 1910, but there were also other authors who used it before him. The meaning of ‘critical thinking’ at the turn of the twentieth century was shaped by various traditions of linguistic usage, including literary criticism, science and medicine, and Kantian philosophy. (shrink)

A proper and comprehensive study of the relationship between Hassidism and philosophy would require a volume of its own. In the limited space of this chapter, I shall focus on two crucial issues within the broader topic of Hassidism and philosophy. In the first part, I will study the Hassidic reception of Maimonides’ Guide of the Perplexed, widely perceived as the greatest work of Jewish philosophy, a work that was equally admired and derided as heretical from its very early dissemination (...) in the late twelfth century. Against the common prejudice among scholars, I will show that throughout its history, numerous Hassidic leaders engaged in the study of the Guide, admired the book, and quoted it approvingly as an authoritative rabbinic source. In the second part of this chapter, I will move from the Hassidic reception of Maimonides’ philosophy to what I would argue is perhaps the most significant Jewish contribution to modern Western philosophy: the notion of acosmism, according to which only God truly and fully exists. I will show that through the mediation of Salomon Maimon (1753-1800) this bold notion was adopted from the school of the Maggid of Mezhrich and introduced into the systems of German Idealism. In my brief conclusion, I will attempt to provide a preliminary answer to the question of what allowed Hassidic masters to develop rather bold philosophical and theological views in spite of the conservative appearance of the movement. (shrink)

This chapter will discuss Spinoza’s critique of free will, though our brief study of this topic in the first part of the chapter will aim primarily at preparing us to address the main topic of the chapter, which is Spinoza’s explanation of the reasons which force us to believe in free will. At times, Spinoza seems to come very close to asserting the paradoxical claim that we are not free to avoid belief in free will. In the second part of (...) the chapter I will closely examine Spinoza’s etiological explanation of how we come to form the belief in free will. In the third part, I will raise and respond to a crucial objection to Spinoza’s explanation of the formation of our belief in free will. I will then turn to examine Fichte’s intriguing claim that Spinoza’s position on the issue of free will suffers from an internal contradiction, as evinced in Fichte’s suggestive remark: “Spinoza could not have been convinced of his own philosophy. He could only have thought of it; he could not have believed it [Er konnte seine Philosphie nur denken, nicht sie glauben].”. (shrink)

A common perception of Spinoza casts him as one of the precursors, perhaps even founders, of modern humanism and Enlightenment thought. Given that in the twentieth century, humanism was commonly associated with the ideology of secularism and the politics of liberal democracies, and that Spinoza has been taken as voicing a “message of secularity” and as having provided “the psychology and ethics of a democratic soul” and “the decisive impulse to… modern republicanism which takes it bearings by the dignity of (...) every man,” it is easy to understand how this humanistic image developed. Spinoza’s deep interest in, and extensive discussion of, human nature may have contributed to the emergence of this image as well. In this paper, I will argue that this common perception of Spinoza is mistaken and that Spinoza was in fact the most radical anti-humanist among modern philosophers. Arguably, Spinoza rejects any notion of human dignity. He conceives of God’s - and not man’s - point of view as the only objective perspective through which one can know things adequately, and it is at least highly questionable whether he allows for any genuine notions of human autonomy or morality. The notions of ‘humanism’ and ‘anti-humanism’ have been discussed extensively -mainly among continental philosophers - since the end of World War II. Because these notions carry a variety of historical, ideological, and philosophical meanings, it is important to provide at the outset at least a rudimentary clarification of my use of these two terms. By ‘humanism’ I mean a view which (1) assigns a unique value to human beings among other things in nature, (2) stresses the primacy of the human perspective in understanding the nature of things, and (3) attempts to point out an essential property of humanity which justifies its elevated and unique status. This definition of philosophical humanism has only little in common with the historical notion of Renaissance humanism, and seems to match quite well the common understanding of philosophical humanism suggested by current philosophical dictionaries and encyclopedias. This notion of humanism should be understood in contrast to two competing positions. On the one hand, in contrast to the theocentric position that considers humanity to be radically dependent upon God, humanism affirms at least some degree of human independence. On the other hand, in contrast to the naturalist position which endorses the scientific examination of human beings just like any other objects in nature, humanists affirm the existence of a metaphysical and moral gulf between humanity and nature. This gulf assigns a special value to humanity and does not allow us to treat human beings like any other things in nature. For many humanists the nature/humanity gulf does not allow the application of the methods of natural sciences to the disciplines of the humanities. Humanism does not begin with modernity. In order to see how far back we can trace this position, we may recall Protagoras’ saying: “Man is the measure of all things, of things that are, that they are, and of things that are not, that they are not.” In modern philosophy, the humanistic position had regained dominant status since the Renaissance, and variants of this position were vigorously argued for by prominent thinkers such as Pico della Mirandola, Descartes, Leibniz, Kant, Fichte, and finally, Hegel. In this paper, I will argue that Spinoza was a foe, and not a friend, of this tradition. I suggest that, in contrast to these humanist philosophers, Spinoza considers man as a marginal and limited being in nature, a being whose claims and presumptions far exceed its abilities. “To what length will the folly of the multitude not carry them?.... [T]hey imagine Nature to be so limited that they believe man to be his chief part.” Arguably, Spinoza locates the origin of our most fundamental metaphysical and ethical errors in a human hubris which not only tries to secure humanity an exceptional place in nature but also attempts to cast both God and nature in its own human image. (shrink)

In this book, Yitzhak Y. Melamed offers a new and systematic interpretation of the core of Spinoza’s metaphysics. In the first part of the book, he proposes a new reading of the metaphysics of substance in Spinoza. Against Curley's influential reading, he argues that for Spinoza modes both inhere in and are predicated of God. Using extensive textual evidence, he shows that Spinoza considered modes to be God's propria. Against the claim that it is a category mistake to consider things (...) as properties, he argues that the distinction between things and properties has been thoroughly undermined both in the early modern period and in contemporary metaphysics (in bundle theories, and some versions of trope theory). He goes on to clarify Spinoza’s understanding of infinity, mereological relations, infinite modes, and the flow of finite things from God’s essence. In the second part of the book, Melamed relies on this interpretation of the substance-mode relation and the nature of infinite modes and puts forward two interrelated theses about the structure of the attribute of Thought and its overarching role in Spinoza's metaphysics. First, he shows that Spinoza had not one, but two independent doctrines of parallelism. The Ideas-Things Parallelism stipulates an isomorphism between the order of ideas in the attribute of Thought and the order of things in nature. The Inter-Attributes Parallelism establishes an isomorphism among the order of modes in each of the infinitely many attributes. He shows that these two doctrines are independent of each other and that each has different implications. Relying on this clarification of the doctrines of parallelism, Melamed develops his final main thesis. Here he argues that, for Spinoza, ideas have a multifaceted (in fact, infinitely faceted) structure that allows one and the same idea to represent the infinitely many modes which are parallel to it in the infinitely many attributes. Thought turns out to be coextensive with the whole of nature. Spinoza cannot embrace an idealist reduction of Extension to Thought because of his commitment to the conceptual separation of the attributes. Yet, within Spinoza's metaphysics, Thought clearly has primacy over the other attributes insofar as it is the only attribute which is as elaborate, as complex, and, in some senses, as powerful as God. (shrink)

his paper is an excerpt from a larger project that aims to open a new pathway into Spinoza's Ethics by formally reconstructing an initial fragment of this text. The semantic backbone of the project is a custom-made Spinozian model theory that lays out some of the formal prerequisites for more ne-grained investigations into Spinoza's fundamental ontology and modal metaphysics. We implement Spinoza's theory of attributes using many-sorted models with a rich system of identity that allows us to clarify the puzzling (...) status of such logical principles as the Substitution of Identicals and Transitivity of Identity in Spinoza's thought. The intensional structure of our Spinozian models also captures his proposal that states of a airs can be necessitated or excluded by the essences of particular things, an essence-relative modality that should be of interest to philosophers who have sought to rehabilitate the concept of essence in contemporary analytic metaphysics. (shrink)

In this paper I suggest a new interpretation of the relations of inherence, causation and conception in Spinoza. I discuss the views of Don Garrett on this issue and argue against Della Rocca's recent suggestion that a strict endorsement of the PSR leads necessarily to the identification of the relations of inherence, causation and conception. I argue that Spinoza never endorsed this identity, and that Della Rocca's suggestion could not be considered as a legitimate reconstruction or friendly amendment to Spinoza (...) 's system because it creates several severe and irresolvable problems in the system. -/- In the first part of the paper, I present the considerations and arguments that motivated Don Garrett's and Della Rocca's interpretations. In the second part, I present and examine several problems that result from Della Rocca's reading. In the third and final part, I present my own view on the relation among inherence, causation, and conception; offer a new interpretation of the conceived through relation in Spinoza ; and finally, defend and justify the presence of bifurcations at the very center of Spinoza 's system. (shrink)

This paper investigates Jesus’ Principles of Breaking Barriers: A Reflection on John 4:3-42 as a pivot and principle for breaking barriers from biblical perspective. Worthy of note is the fact that there existed socio-ethnic barrier between the Jews and Samaria; gender barrier imposed by Jesus’ androcentric culture and a moral barrier imposed by the Samaritan woman’s assumed behaviour. This paper using hermeneutical theory of biblical interpretation and historical insight into this Johannine text brings to the fore that, the Jewish-Samaritan (...) barrier had ethnic, religious and political undertones which made the Samaritans and Jews to see themselves as ‘enemies’; the interaction with the Samaritan woman broke barriers and set a new agenda for relationship with ‘inferior’ gender and morally low in the human society. Herein exists principles of breaking barriers set by Jesus which are worthy of emulation in the twenty-first century which is plagued by socio-ethnic, religious, gender and moral barriers. (shrink)

We propose a ‘Moral Imagination’ methodology to facilitate a culture of responsible innovation for engineering and product teams in technology companies. Our approach has been operationalized over the past two years at Google, where we have conducted over 50 workshops with teams from across the organization. We argue that our approach is a crucial complement to existing formal and informal initiatives for fostering a culture of ethical awareness, deliberation, and decision-making in technology design such as company principles, ethics and privacy (...) review procedures, and compliance controls. We characterize some distinctive benefits of our methodology for the technology sector in particular. (shrink)

Ex nihilo nihil fit. Philosophy, especially great philosophy, does not appear out of the blue. In the current volume, a team of top scholars-both up-and-coming and established-attempts to trace the philosophical development of one of the greatest philosophers of all time. Featuring twenty new essays and an introduction, it is the first attempt of its kind in English and its appearance coincides with the recent surge of interest in Spinoza in Anglo-American philosophy.Spinoza's fame-or notoriety-is due primarily to his posthumously published (...) magnum opus, the Ethics, and, to a lesser extent, to the 1670 Theological-Political Treatise. Few readers take the time to study his early works carefully. If they do, they are likely to encounter some surprising claims, which often diverge from, or even utterly contradict, the doctrines of the Ethics. Consider just a few of these assertions: that God acts from absolute freedom of will, that God is a whole, that there are no modes in God, that extension is divisible and hence cannot be an attribute of God, and that the intellectual and corporeal substances are modes in relation to God. Yet, though these claims reveal some tension between the early works and the Ethics, there is also a clear continuity between them.Spinoza wrote the Ethics over a long period of time, which spanned most of his philosophical career. The dates of the early drafts of the Ethics seem to overlap with the assumed dates of the composition of the Treatise on the Emendation of the Intellect and the Short Treatise on God, Man, and His Well Being and precede the publication of Spinoza's 1663 book on Descartes' Principles of Philosophy. For this reason, a study of Spinoza's early works can illuminate the nature of the problems Spinoza addresses in the Ethics, insofar as the views expressed in the early works help us reconstruct the development and genealogy of the Ethics. Indeed, if we keep in mind the common dictum. (shrink)

Responding to Henry Oldenburg’s request to clarify his views about the relation between God and Nature (Ep. 71), Spinoza writes: “I favor an opinion concerning God and Nature far different from the one Modern Christians usually defend. For I maintain that God is, as they say, the immanent, but not the transitive, cause of all things” (Ep. 73 (IV/307)). In the Ethics, Spinoza does not define the notion of causa immanens, but we can easily retrieve the precise meaning of the (...) term by scrutinizing E1p18d in which Spinoza proves that “God is the immanent, not the transitive, cause of all things [Deus est omnium rerum causa immanens; non vero transiens].” The proof relies on two claims Spinoza established earlier in the Ethics: that all things are “in” God (E1p15), and that God is the “efficient cause” of all things (E1p16c1). Thus, an immanent cause is an efficient cause whose effect is in the cause, while a causa transiens is an efficient cause whose effect is not in the cause. (In the secondary literature, the relation of being-in is commonly referred to as ‘inherence’; notably, Spinoza himself uses the terminology of ‘inherence’ only once (Ep. 12 (IV/61)).). (shrink)

In his Lectures on the History of Philosophy, Hegel offers the following verdict on Spinoza’s ontology: “According to Spinoza what is, is God, and God alone. Therefore, the allegations of those who accuse Spinoza of atheism are the direct opposite of the truth; with him there is too much God” (Hegel 1995, vol. 3, 281-2). It is not easy to dismiss Hegel’s grand pronouncement, since Spinoza indeed clearly affirms: “whatever is, is in God” (E1p15). Crocodiles, porcupines (and your thoughts about (...) crocodiles and porcupines) are all in God. There is nothing that is not in Spinoza’s God. Spinoza defines God at the very opening page of the Ethics, and the definition (and its explication) unfold in three successively elucidatory steps: First, Spinoza characterizes God as “a being absolutely infinite [ens absolute infinitum]. Then, he spells out this characterization: “i.e., a substance consisting of an infinity of attributes, of which each one expresses an eternal and infinite essence” (E1def6). Finally, Spinoza adds an explicatio to the entire definition: “I say absolutely infinite, not infinite in its own kind; for if something is only infinite in its own kind, we can deny infinite attributes of it; but if something is absolutely infinite, whatever expresses essence and involves no negation pertains to its essence.” Throughout his philosophical career Spinoza plays with the precise formulation of this definition; its core remains pretty stable, though the small variations might indicate attempts to explore alternative nuances (see, for example, KV II.1; I/19; Ep. 2; IV/7; Ep. 83; IV/335). (shrink)

1. The Bundle Theory I shall discuss is a theory about the nature of substances or concrete particulars, like apples, chairs, atoms, stars and people. The point of the Bundle Theory is to avoid undesirable entities like substrata that allegedly constitute particulars. The version of the Bundle Theory I shall discuss takes particulars to be entirely constituted by the universals they instantiate.' Thus particulars are said to be just bundles of universals. Together with the claim that it is necessary that (...) particulars have constituents, the fundamental claim of the Bundle Theory is: (BT) Necessarily, for every particular x and every entity y, y constitutes x if and only ify is a universal and x instantiates y. 2 The standard and supposedly devastating objection to the Bundle Theory is that it entails or is committed to a false version of the Principle of Identity of Indiscernibles (Armstrong 1978: 91, Loux 1998: 107), namely: (Pll) Necessarily, for all particulars x and y and every universal z, if z is instantiated by x if and only if z is instantiated byy, then x is numerically identical with y. The most famous counterexample to the Identity of Indiscernibles is that put forward by Max Black, consisting of a world where there are only two iron spheres two miles apart from each other, having the same diameter, temperature, colour, shape, size, etc (Black 1952: 156). Let us from now on think of the properties of the spheres in this world as universals. The possibility of this world, which I shall hereafter refer to as 'Black's world', makes (Pll) false.' And according to common philosophical opinion this means that the Bundle Theory is false.. (shrink)

The term ‘Political Theology’ was not coined in the twentieth century. I am not absolutely sure about who was the first to introduce the term. As we shall shortly see, Salomon Maimon (1753-1800) used the term as part of the title to one of the chapters of his 1792/3 Lebensgeschichte, and it is the primary aim of my chapter to explain his understanding of the term. The idea that views about the divine (‘theology’) – true or false – could have (...) an important role in establishing (or undermining) political order and authority, or even in the promotion of the ideal state, goes back to Maimonides, al-Farabi, and ultimately, Plato. We are likely to hear echoes of these writers in the current chapter. Still, in addressing the background of Maimon’s discussion of political theology, I will focus on the one text which exerted the most significant influence on Maimon’s discussion of the issue: Spinoza’s Theological Political Treatise (1670). In order to explain Maimon’s understanding of political theology, we will proceed in the following order. In the first part of the chapter we will have our first encounter with the term and the role of secrets in religious matters. The second part will study Maimon’s definitions of, and distinctions among, various forms of religion. In the third and final part we will explore Maimon’s views about “the greatest of all the mysteries of the Jewish religion” and about the nature of that religion. (shrink)

Jewish philosophy has seen better days. It has been quite a while since the discipline of Jewish philosophy enjoyed the respect of the wider philosophical community, and an obvious question is what are the reasons for this state of things? Providing a detailed and thorough answer to this question is beyond the scope of the current chapter. Still, I would like to contribute here a few ideas that might shed some light on the current predicament and its causes. Such an (...) attempt is timely because the current moment in the development of Anglo-American philosophy is impregnated with a promise – which I hope is sincere – to turn the study of philosophy and the history of philosophy into an inclusive and genuinely universal field of inquiry, shared equally by all human beings, rather than an imposition of the prevalent beliefs of white Christian European males. A study of philosophy that is genuinely ecumenical could profit enormously from the encounter and dialogue with the philosophical thinking of minority cultures, since it is precisely this encounter with the philosophical thought of minority cultures that could expose the potentially numerous blind spots of the majority. If anything can heal Western philosophy from the prejudice that what one takes to be natural must be equally judged so by all rational human beings, it is only the encounter with non-Christian, or non-Western, philosophical thinking that could refute its illusory pretense of universality. Obviously, the real issue at stake is the sincerity of the attempt to understand foreign cultures and their philosophical thinking in their own terms. An identity politics that is merely interested in extending fig leaves would be far worse than the old, conservative state of things, insofar as the new and “inclusive” appearance would only provide the majority culture with a sense of self-satisfaction that would allow it to stick to its old and obstinate prejudicial practices. My aims in the current chapter are pretty modest and concrete. In the first two parts of the chapter, I will attempt to shed light on two blind spots related to perceptions of Jewish philosophy, from without and from within, respectively. These two parts will thus inquire into the nature of Jewish philosophy as minority philosophy. In the third and final part, I will turn to the rudimentary requirements of Jewish philosophy qua philosophy. In this part, I will suggest some fundamental desiderata which might – I hope – help the field flourish and achieve the recognition it deserves. Here too, my claims would be quite plain, as most of the desired characteristics I would argue for are pretty trivial, yet unfortunately still mostly lacking. (shrink)

Chapters 17 and 18 of the TTP constitute a textual unit in which Spinoza submits the case of the ancient Hebrew state to close examination. This is not the work of a historian, at least not in any sense that we, twenty-first century readers, would recognize as such. Many of Spinoza’s claims in these chapters are highly speculative, and seem to be poorly backed by historical evidence. Other claims are broad-brush, ahistorical generalizations: for example, in a marginal note, Spinoza refers (...) to his Jewish contemporaries as if they were identical with the ancient Hebrews. Projections from Spinoza’s own experience of his Jewish and Dutch contemporaries are quite common, and the Erastian lesson that Spinoza attempts to draw from his “history” of the ancient Hebrew state is all too conspicuous. Even Spinoza’s philosophical arguments in these two chapters are not uniformly convincing, as I will attempt to show. Yet in spite of all these faults, the two chapters are a masterpiece of their own kind: a case study of the psychological foundations of politics and religion. The work that comes closest in my mind is Freud’s 1939 Der Mann Moses und die monotheistische Religion. The two works are similar not only in terms of their chronological subject matter – the Hebrews of Moses’s time – but also in their attempt to reconstruct the communal psyche of the Hebrews in order to demonstrate their respective social theories about the foundation of civilization. Needless to say, there are numerous differences between the two works, not the least of which are their distinct aims and the very different political contexts in which they were produced. We will return to this comparison with Freud’s Moses and Monotheism toward the end of the essay, but let me first stage the background for our discussion. Chapter 16 of the TTP begins a new section of the book which primarily deals with the relation between religion and the state. In this chapter Spinoza presents an outline of his political theory and his understanding of key notions such as right, power, the state of nature, the social contract, sovereignty, democracy, and justice. The title of chapter 17 announces its aim and focus: “showing that no one can transfer everything to the Supreme Power, and that this is not necessary; on the Hebrew Republic, as it was during the life of Moses, and after his death, before they elected Kings, and on its excellence; and finally, on the causes why the divine Republic [Respublica divina] could perish, and could hardly survive without rebellions” (III/201). The far less ambitious title of eighteenth chapter states that in it “certain Political doctrines are inferred from the Republic and history of the Hebrews” (III/221). Essentially, the two chapters present a surprising, ironic, and penetrating reading of the story of the divine Hebrew Republic, a reading which highlights both how much and how little was achieved by the use of the fantastic political device of attributing divine sanctification to the state and its sovereign. (shrink)

Time is one of the most enigmatic notions philosophers have ever dealt with. Once subjected to close examination, almost any feature usually ascribed to time, leads to a plethora of fundamental and hard to resolve questions. Just as philosophers of the eighteenth-century attempted to take account of revolutionary developments in the physical sciences in understanding space, life, and a host of other fundamental aspects of nature (see Jones, Gaukroger, and Smith in this volume) they also engaged in fundamental and fruitful (...) controversies about the nature of time spurred by Newton and others (see Schliesser and Schabas in this volume). In this article, I will attempt to trace the general outlines of these controversies. Special attention will be given to a question that was central for many eighteenth century philosophers and is somewhat less prominent in contemporary, twenty-first century, debates on the nature of time, i.e., whether time can be reduced to, grounded by, or explained through other more basic elements. The concept of time is commonly discussed – both in eighteenth and twenty first century philosophy – in analogy to space. Here I will attempt to focus on time and address the analogies to space only when relevant. This attitude is motivated both by the need to provide as detailed an account as possible of time in the allocated textual space, and by the various dissimilarities between space and time. While space and time can be fruitfully compared and contrasted, the use of metaphors taken from one domain to clarify features belonging to the other domain has the real potential of leading us astray by unconsciously and seamlessly taking metaphorical language in a literal sense. In the first part of this essay, I will discuss the famous debate between Newton, Leibniz and Clarke on the nature of space and time. The second part will address Hume’s understanding of time and the relation between time and causation. In the third and final part, I will discuss Kant’s views on the relation between time and causality, place them in the context of his predecessors, and then examine Salomon Maimon’s attempt to revive the Leibnizian program of reducing time to concepts, within the framework of Kantian philosophy, broadly conceived. (shrink)

Elephants need no less than twenty-two months. But what are elephants in comparison with reason, whose incubation took more than twenty-three centuries, beginning with the dawn of western philosophy in the sixth century BCE and ending in Leibniz’s formulation of the Principle of Sufficient Reason. Carraud’s fascinating book tells the story of the very last stages of this Heideggerian plot, which is also the story of the rise and fall of the efficient cause in early modern philosophy and of (...) the rehabilitation of the final cause. The chronological frame of the book is roughly the century between Suarez’s Disputationes metaphysicae and Leibniz’s De rerum originatione radicali and Les 24 thèses métaphysiques. (shrink)

In the last twenty eight years DreamBoat Children’s theatre has gained prominence in South-South Nigeria. Its operations have become more professional and have received more attention within the school system. But this was not so in the beginning. The study set out to find out what factors led to this development. Qualitative method was used to gather data from children, teachers and practitioners as well as observation of many DreamBoat’s children’s theatre productions across two states of Cross River and Akwa (...) Ibom. Data was gathered from over 500 children and two hundred teachers in four towns. The principal question the study sought to answer was: How can the DreamBoat children’s theatre performances help the child perceive patterns, relations feelings and produce an inner meaning? Or how do children experience theatre aesthetically? The research findings revealed that the type of stories enacted were the principal framework of transmitting meanings to young persons, the play is the heart of production and another aesthetics medium is the style of production. This is the icing on the cake it adds colours, sparkle and glamour. Conclusively as Children’s theatre producers work to stir the souls of young people by bringing them universal themes, feeding their imagination and giving beauty and fantasy enshrined in theatre which embodies all arts, then and only then will valuable contributions be made to the growth of creative individuals who will hold the baton for generations yet unborn. (shrink)

Objective: to evaluate CANLPH score and systemic immune inflammation index (SII) in patients with symptomatic rheumatic mitral stenosis (MS) undergoing percutaneous mitral balloon valvuloplasty (PMBV). -/- Methods: 62 patients who underwent PMBV in our clinic between 2018 and 2021 were included retrospectively. The patients were divided into 2 groups according to echo score. The CANLPH score was calculated from the cut-off values of C-reactive protein to albumin ratio (CAR), neutrophil to lymphocyte ratio (NLR) and platelet to hemoglobin ratio (PHR), determined (...) with the Youden index and SII by the formula platelet x neutrophil/lymphocyte. P <0.05 was considered statistically significant. -/- Results: The mean age of the patients was 44.5±10.4 years (40 female, 64.5%). The mean values of SII and CANLPH scores were higher in the Echo score >8 group (p <0.001, both). The mean mitral gradient before and after PMBV was 12.6±5.7mm Hg and 5.0±2.4 mm Hg, and the mean valve area was 1.12±0.27 cm2 and 1.85±0.29 cm2. A statistically significant and negative correlation was observed between the gradient decrease after the procedure and the CANLPH score and SII (r=-0.426, p=0.001 and r=-0.418, p=0.001, respectively). In receiver operating characteristic (ROC) curve analysis, it was concluded that the ability of CANPLH score to predict the higher Echo scores was noninferior to SII with an area under curve (AUC:0.820 (0.701-0.906) and AUC:0.786 (0.664-0.880), z statistics 0.576 and p=0.564. -/- Conclusion: SII and CANLPH scores are correlated with Echo score. A significant negative relationship was found with both biomarkers and gradient decrease after the PMBV. (shrink)

Chapter 1 What Do Zen Masters Teach Us Today? The Case of Sŏn Master Hyeam Sŏnggwan Jin Y. Park Introduction Korean Sŏn Master Hyeam Sŏnggwan (慧菴性觀, 1920–2001) is a relatively unknown figure within English-language scholarship.1 However, among Korean Buddhists, his rigorous Zen practice has been well recognized. One-meal-per-day (K. ilchongsik 一種食), no-meal-in-the-afternoon (K. ohu pulsik 午後不食), and staying-sitting-in-meditation-without-lying-down (K. changjwa purwa 長坐不臥) are all well-known practices that frequently appear when describing Hyeam as a Zen master. What is less frequently asked (...) is what these rigorous Zen practices might mean to us commoners who live in a secular world or to monastics whose practice might not be as rigorous as Hyeam’s. Should Zen masters such as Hyeam who appear to exhibit superhuman capacity for religious practice be only an object of awe and admiration in our secular modern times? Even if so, what do the awe and admiration indicate? In this chapter, I try to bridge the gap between the rigorous practice typically seen in Korean Zen masters’ lives and its meaning for people living in modern times. What questions does a Zen master like Hyeam raise for us, and how should scholars address these issues? These are the inquiries with which I hope to engage. (shrink)

Let f(1)=2, f(2)=4, and let f(n+1)=f(n)! for every integer n≥2. Edmund Landau's conjecture states that the set P(n^2+1) of primes of the form n^2+1 is infinite. Landau's conjecture implies the following unproven statement Φ: card(P(n^2+1))<ω ⇒ P(n^2+1)⊆[2,f(7)]. Let B denote the system of equations: {x_j!=x_k: i,k∈{1,...,9}}∪{x_i⋅x_j=x_k: i,j,k∈{1,...,9}}. The system of equations {x_1!=x_1, x_1 \cdot x_1=x_2, x_2!=x_3, x_3!=x_4, x_4!=x_5, x_5!=x_6, x_6!=x_7, x_7!=x_8, x_8!=x_9} has exactly two solutions in positive integers x_1,...,x_9, namely (1,...,1) and (f(1),...,f(9)). No known system S⊆B with a finite (...) number of solutions in positive integers x_1,...,x_9 has a solution (x_1,...,x_9)∈(N\{0})^9 satisfying max(x_1,...,x_9)>f(9). For every known system S⊆B, if the finiteness/infiniteness of the set {(x_1,...,x_9)∈(N\{0})^9: (x_1,...,x_9) solves S} is unknown, then the statement ∃ x_1,...,x_9∈N\{0} ((x_1,...,x_9) solves S)∧(max(x_1,...,x_9)>f(9)) remains unproven. Let Λ denote the statement: if the system of equations {x_2!=x_3, x_3!=x_4, x_5!=x_6, x_8!=x_9, x_1 \cdot x_1=x_2, x_3 \cdot x_5=x_6, x_4 \cdot x_8=x_9, x_5 \cdot x_7=x_8} has at most finitely many solutions in positive integers x_1,...,x_9, then each such solution (x_1,...,x_9) satisfies x_1,...,x_9≤f(9). The statement Λ is equivalent to the statement Φ. It heuristically justifies the statement Φ . This justification does not yield the finiteness/infiniteness of P(n^2+1). We present a new heuristic argument for the infiniteness of P(n^2+1), which is not based on the statement Φ. Algorithms always terminate. We explain the distinction between existing algorithms (i.e. algorithms whose existence is provable in ZFC) and known algorithms (i.e. algorithms whose definition is constructive and currently known). Assuming that the infiniteness of a set X⊆N is false or unproven, we define which elements of X are classified as known. No known set X⊆N satisfies Conditions (1)-(4) and is widely known in number theory or naturally defined, where this term has only informal meaning. *** (1) A known algorithm with no input returns an integer n satisfying card(X)<ω ⇒ X⊆(-∞,n]. (2) A known algorithm for every k∈N decides whether or not k∈X. (3) No known algorithm with no input returns the logical value of the statement card(X)=ω. (4) There are many elements of X and it is conjectured, though so far unproven, that X is infinite. (5) X is naturally defined. The infiniteness of X is false or unproven. X has the simplest definition among known sets Y⊆N with the same set of known elements. *** Conditions (2)-(5) hold for X=P(n^2+1). The statement Φ implies Condition (1) for X=P(n^2+1). The set X={n∈N: the interval [-1,n] contains more than 29.5+\frac{11!}{3n+1}⋅sin(n) primes of the form k!+1} satisfies Conditions (1)-(5) except the requirement that X is naturally defined. 501893∈X. Condition (1) holds with n=501893. card(X∩[0,501893])=159827. X∩[501894,∞)= {n∈N: the interval [-1,n] contains at least 30 primes of the form k!+1}. We present a table that shows satisfiable conjunctions of the form #(Condition 1) ∧ (Condition 2) ∧ #(Condition 3) ∧ (Condition 4) ∧ #(Condition 5), where # denotes the negation ¬ or the absence of any symbol. No set X⊆N will satisfy Conditions (1)-(4) forever, if for every algorithm with no input, at some future day, a computer will be able to execute this algorithm in 1 second or less. The physical limits of computation disprove this assumption. (shrink)

Like most, if not all, of his contemporaries, Spinoza never developed a full-fledged philosophy of mathematics. Still, his numerous remarks about mathematics attest not only to his deep interest in the subject (a point which is also confirmed by the significant presence of mathematical books in his library), but also to his quite elaborate and perhaps unique understanding of the nature of mathematics. At the very center of his thought about mathematics stands a paradox (or, at least, an apparent (...) paradox): mathematics provides Spinoza with an epistemic model. Mathematical knowledge is certain (II/138/9 and II/138/9), clear (IV/261/8), and free from teleological thinking (II/79/33), but the objects of mathematical knowledge – i.e., mathematical entities – are nothing but “auxila imaginationis [aids of the imagination],” (IV/57/16 and II/83/15), entities that are not real and merely assist the imagination in carving the world in manner that is suitable to our limited and distortive cognitive capacities. (shrink)

Kant’s Formula of Humanity can be analyzed into two parts. One is an injunction to treat humanity always as an end. The other is a prohibition on using humanity as a mere means. The second is often referred to as the FH prohibition or the mere means prohibition. It has become popular to interpret this prohibition in terms of consent. The idea is that, if X uses Y's humanity as a means and Y does not consent to it, then X (...) uses Y's humanity as a mere means. There is then debate about the kind of consent that is relevant: possible, actual, or rational. In this paper, I argue against this interpretation. Section one sets up the consent account. Section two attacks possible and actual consent accounts on doctrinal grounds. Section three extends this doctrinal attack to rational consent accounts. Section four circles back to the original motivation for the consent interpretation. I argue that the consent account rests on a misinterpretation, and I conclude with a quick sketch of an alternative interpretation of the FH prohibition. (shrink)

Background: Increasing resistance of Pseudomonas aeruginosa to ciprofloxacin in ICU/burn units has created a problem in the treatment of infections caused by this microorganism. -/- Methods: Fifty P. aeruginosa strains were isolated from burn patients hospitalized in the Kerman Hospital during May 1999-April 2000 and were tested for in-vitro sensitivity to different antibiotics by disc diffusion breakpoint assay. The isolates were subjected to minimum inhibitory concentration (MIC) test by agar dilution method. Existence of the plasmids was also investigated in the (...) isolates. -/- Results: Thirty-four patients infected with ciprofloxacin strains showed MIC of 8 mg/ml [p<0.001]. Sixteen patients were infected with sensitive strains exhibiting MIC range of 0.0125-0.125 ± 0.033 mg/ml. The isolates were also also resistant to other antibiotics [p<0.001]. Plasmid isolation and agarose gel electrophoresis (0.7%) revealed three plasmid bands in strains 8 and 16, and one band in strain 35. -/- Conclusion: The emergence of ciprofloxacin resistance of P. aeruginosa in burn patients is alarming since this antibiotic has only recently been introduced onto the market in Iran. One important observation was that some isolates exhibited cross resistance to other antibiotics. Furthermore, some strains were carriers of plasmids which might have acted as the potential source of acquired resistance in the hospital setting. -/- . (shrink)

The Adverse Outcome Pathway (AOP) concept is a knowledge assembly and communication tool to facilitate the transparent translation of mechanistic information into outcomes meaningful to the regulatory assessment of chemicals. The AOP framework and associated knowledgebases (KBs) have received significant attention and use in the regulatory toxicology community. However, it is increasingly apparent that the potential stakeholder community for the AOP concept and AOP KBs is broader than scientists and regulators directly involved in chemical safety assessment. In this paper we (...) identify and describe those stakeholders who currently—or in the future—could benefit from the application of the AOP framework and knowledge to specific problems. We also summarize the challenges faced in implementing pathway-based approaches such as the AOP framework in biological sciences, and provide a series of recommendations to meet critical needs to ensure further progression of the framework as a useful, sustainable and dependable tool supporting assessments of both human health and the environment. Although the AOP concept has the potential to significantly impact the organization and interpretation of biological information in a variety of disciplines/applications, this promise can only be fully realized through the active engagement of, and input from multiple stakeholders, requiring multi-pronged substantive long-term planning and strategies. (shrink)

The article is devoted to the problems of introducing the SMART-education technology in the training and development of personnel of hotel complexes and business activities in the field of hotel business. The methodological and organizational bases for the application of SMART-education in staff training were identified; the leading qualitative features and development trends of this type of entrepreneurial educational activity were outlined. The principles of SMART-education of staff in the field of hotel business and its applied features in the service (...) sector were developed. A model of SMART- education of hotel complex staff was developed based on solving case problems and practical mastering of professional content. (shrink)

Inauthenticity can be understood as following the herd, in line with a metaphor from Nietzsche. The idea of inauthentic philosophy is explored in an analysis of the titles of articles in philosophy journals, particularly those following the general pattern of 'x and the Politics of y'.

Over time, research programs focusing on the processes that underlie dissonance and regret diverged to the point that the present literature only occasionally draws explicit connections between regret and consistency seeking processes. One of our aims in this chapter is to reestablish the connection between regret and consistency within the context of a theory that examines two independent factors that critically interact to enhance or diminish regret. The first of these is opportunity, which includes both perceptions of past opportunities (...) to make alternative choices and future opportunities to take corrective actions, and the second is mitigation, which is the ability to justify one's actions or otherwise engage regulatory processes that allow for the diminishment of regret. We examine both opportunity and mitigation separately before describing how the two may interact to elicit differential experiences of regret. (shrink)