Critics of the notion of Necessary Being, and critics of arguments for the existence of God, have often claimed to find flaws in the notion or the arguments, and to find flaws that are due to the presence of concealed tautologies. No theist who recalls the unfortunate of St Anselm and its rejection by St Thomas would dare to claim, his hand on his heart, that tautology has never lurked like a serpent in the garden of natural theology. But the (...) ways in which tautology and talk about God come together on occasion may or may not undermine natural theology in general. I for one am loath to abandon arguments for the existence of God, or give up talk of Necessary Being, since, unlike Professor Findlay, I am unwilling to reverence, much less to worship, a focus imaginarius and I want a real God, or none at all. One of the questions is, of course: does the religious believer want a God who must be too real to be real at all? Another question is: if one can sensibly talk of a God so real as to be Necessary, are there grounds for saying that this possible Necessary Being exists? Between them these questions cover a great part, though by no means all, of the ground of modern discussions on the matter of God. (shrink)

‘Faithfulness’ is defined in The Oxford English Dictionary of 1901 in a way that leaves out what one might take as a central paradigm. The OED entry reads, in partFaithfulness … the quality of being faithful.A. Fidelity, loyalty …B. Strict adherence to one's pledged word; honesty, sincerity. …The feudal system, the army, and the rest of such things are provided for in ‘loyalty to a superior …’, and so are friends – after superiors. In, commercial interests are satisfactorily covered: ‘strict (...) adherence to one's pledged word, honesty. …’ It is a nice piece of social history: from William the Conqueror to the latter phases of the Industrial Revolution, in two definitions. But a very odd piece of social history, in that conjugal faithfulness, the most existential one that there is, does not rate a mention. (shrink)

‘Faithfulness’ is defined in The Oxford English Dictionary of 1901 in a way that leaves out what one might take as a central paradigm. The OED entry reads, in partFaithfulness … the quality of being faithful.A. Fidelity, loyalty …B. Strict adherence to one's pledged word; honesty, sincerity. …The feudal system, the army, and the rest of such things are provided for in ‘loyalty to a superior …’, and so are friends – after superiors. In, commercial interests are satisfactorily covered: ‘strict (...) adherence to one's pledged word, honesty. …’ It is a nice piece of social history: from William the Conqueror to the latter phases of the Industrial Revolution, in two definitions. But a very odd piece of social history, in that conjugal faithfulness, the most existential one that there is, does not rate a mention. (shrink)

The differences that lie between Professor Peltz and myself seem, reading his elegant reply, to be more semantic than material. The point which he makes, in §I, that he means by ‘equivocal’ what I, following Aristotle and the tradition, would want to call ‘analogical’, disarms any criticism. For my own part I will go on writing ‘analogical’, but it would be wilful systematically to misunderstand Professor Peltz’ ‘equivocal’, now that it has been explained.

The differences that lie between Professor Peltz and myself seem, reading his elegant reply, to be more semantic than material. The point which he makes, in §I, that he means by ‘equivocal’ what I, following Aristotle and the tradition, would want to call ‘analogical’, disarms any criticism. For my own part I will go on writing ‘analogical’, but it would be wilful systematically to misunderstand Professor Peltz’ ‘equivocal’, now that it has been explained.

‘Rigour’ is very much a linguistic analyst’s approval word, even, one sometimes gets the feeling, ‘rigour’ as in ‘bored stiff’; Dr Ziff can be very rigorous indeed.

‘Rigour’ is very much a linguistic analyst’s approval word, even, one sometimes gets the feeling, ‘rigour’ as in ‘bored stiff’; Dr Ziff can be very rigorous indeed.

This useful essay, originally published in 1949 and frequently reprinted, is now issued for the first time as a paperback.

‘I enjoy reading Aristotle’ said the don, ‘he’s so dull’ One recalls this anecdote half as a compliment to Professor Sparshott, half as a criticism of his book. The consciously Aristotelian method certainly produces some valuable conceptual analyses, but there is a dryness about the work, and particularly about the first nine sections of it, which might lead the reader whose interests are chiefly literary to doubt whether there is anything at all for him in this stone garden of precise, (...) bare, conceptual analysis. This is a pity, since it is critics and those whose business is to some extent with criticism, rather than mere philosophers, who might benefit from Professor Sparshott’s clarifications. (shrink)

In June 2021, an 1856 British Guiana 1c magenta stamp sold for US$8.3m. It is the only known specimen of its kind in existence and on a gram-for-gram basis the most valuable item in the world. Clearly, in some spheres of human engagement, rarity carries a premium. Should this logic be applied in healthcare? Magalhaes thinks not.1 They explore the topic of whether pricing and reimbursement systems should give a premium to orphan drugs for rare diseases. They argue that rarity (...) is irrelevant to pharmaceutical policy on ethical grounds, and instead drug incentives should be prioritised by disease severity. At a time when incentives for orphan medicines are being revisited globally, Magalhaes is provoking an important discussion. The author seeks to disentangle the interwoven concepts of rarity, severity and unmet need that factor into decisions on orphan drug policy. They perhaps overstate the emphasis on rarity within existing regulatory and P&R frameworks. Yes, this is one of the criteria for orphan drug designation, but in payer systems rarity is seldom explicitly referenced. For example, of the five largest European countries, only the United Kingdom formally adjusts willingness-to-pay thresholds by prevalence. In contrast, concepts of severity and unmet need feature widely in global regulatory processes (eg, Breakthrough Therapy designation from …. (shrink)

This volume collects P. M. S. Hacker's papers on Wittgenstein and related themes written over the last decade. Hacker provides comparative studies of a range of topics--including Wittgenstein's philosophy of psychology, conception of grammar, and treatment of intentionality--and defends his own Wittgensteinian conception of philosophy.

Many of our concepts are introduced to us via, and seem only to be constrained by, roughand-ready explanations and some sample paradigm positive and negative applications. This happens even in informal logic and mathematics. Yet in some cases, the concepts in question – although only informally and vaguely characterized – in fact have, or appear to have, entirely determinate extensions. Here’s one familiar example. When we start learning computability theory, we are introduced to the idea of an algorithmically computable function (...) (from numbers to numbers) – i.e. one whose value for any given input can be determined by a step-by-step calculating procedure, where each step is fully determined by some antecedently given finite set of calculating rules. We are told that we are to abstract from practical considerations of how many steps will be needed and how much ink will be spilt in the process, so long as everything remains finite. We are also told that each step is to be ‘small’ and the rules governing it must be ‘simple’, available to a cognitively limited calculating agent: for we want an algorithmic procedure, step-by-minimal-step, to be idiot-proof. For a classic elucidation of this kind, see e.g. Rogers (1967, pp. 1–5). Church’s Thesis, in one form, then claims this informally explicated concept in fact has a perfectly precise extension, the set of recursive functions. Church’s Thesis can be supported in a quasi-empirical way, by the failure of our searches for counterexamples. It can be supported too in a more principled way, by the observation that different appealing ways of sharpening up the informal chararacterization of algorithmic computability end up specifying the same set of recursive functions. But such considerations fall short of a demonstration of the Thesis. So is there a different argumentative strategy we could use, one that could lead to a proof? Sometimes it is claimed that there just can’t be, because you can never really prove results involving an informal concept like algorithmic computability.. (shrink)

Central to Thomas Sprat's History of the Royal Society was the description and justification of the method adopted and advocated by the Fellows of the Society, for it was thought that it was their method which distinguished them from ancients, dogmatists, sceptics, and contemporary natural philosophers such as Descartes. The Fellows saw themselves as furthering primarily a novel method, rather than a system, of philosophy, and the History gave expression to this corporate self-perception. However, the History's description of their method (...) was not necessarily accurate. Rather, as will be argued below, by a combination of subtle misrepresentation and selective exposition, Sprat portrayed a method which would further the aims of social and ecclesiastical stability and material prosperity, essential for the Royal Society since its continued existence depended upon the creation of a social basis for the institutionalized pursuit of natural philosophy. Some link had to be forged between the activities of the Society and the intellectual and social aspirations of the Restoration. To understand the intent and meaning of Sprat's History and the method there portrayed, we must therefore look to the institutional needs which it fulfilled. (shrink)

Although it was traditionally thought that self-reference is a crucial ingredient of semantic paradoxes, Yablo (1993, 2004) showed that this was not so by displaying an infinite series of sentences none of which is self-referential but which, taken together, are paradoxical. Yablo's paradox consists of a countable series of linearly ordered sentences s(0), s(1), s(2),... , where each s(i) says: For each k > i, s(k) is false (or equivalently: For no k > i is s(k) true). We generalize Yablo's (...) results along two dimensions. First, we study the behavior of generalized Yablo-series in which each sentence s(i) has the form: For Q k > i, s(k) is true, where Q is a generalized quantifier (e.g., no, every, infinitely many, etc). We show that under broad conditions all the sentences in the series must have the same truth value, and we derive a characterization of those values of Q for which the series is paradoxical. Second, we show that in the Strong Kleene trivalent logic Yablo's results are a special case of a more general fact: under certain conditions, any semantic phenomenon that involves self-reference can be emulated without self-reference. Various translation procedures that eliminate self-reference from a non-quantificational language are defined and characterized. An Appendix sketches an extension to quantificational languages, as well as a new argument that Yablo's paradox and the translations we offer do not involve self-reference. (shrink)

We analyse the extent of possible computations following Hogarth ([2004]) conducted in Malament–Hogarth (MH) spacetimes, and Etesi and Németi ([2002]) in the special subclass containing rotating Kerr black holes. Hogarth ([1994]) had shown that any arithmetic statement could be resolved in a suitable MH spacetime. Etesi and Németi ([2002]) had shown that some relations on natural numbers that are neither universal nor co-universal, can be decided in Kerr spacetimes, and had asked specifically as to the extent of computational limits there. (...) The purpose of this note is to address this question, and further show that MH spacetimes can compute far beyond the arithmetic: effectively Borel statements (so hyperarithmetic in second-order number theory, or the structure of analysis) can likewise be resolved: Theorem A. If H is any hyperarithmetic predicate on integers, then there is an MH spacetime in which any query ? n H ? can be computed. In one sense this is best possible, as there is an upper bound to computational ability in any spacetime, which is thus a universal constant of that spacetime. Theorem C. Assuming the (modest and standard) requirement that spacetime manifolds be paracompact and Hausdorff, for any spacetime there will be a countable ordinal upper bound, , on the complexity of questions in the Borel hierarchy computable in it. Introduction 1.1 History and preliminaries Hyperarithmetic Computations in MH Spacetimes 2.1 Generalising SADn regions 2.2 The complexity of questions decidable in Kerr spacetimes An Upper Bound on Computational Complexity for Each Spacetime CiteULike Connotea Del.icio.us What's this? (shrink)

The author clarifies the existential philosophy that is implicit in Kurt Goldstein's philosophy of organism (Goldstein, 1963; 1995). Situated in response to the growing trend that psychological phenomena are reducible to the nervous system, the author argues for the reverse: that the significance of nervous system activity can only be understood by viewing it as background to foreground performances. Like the organization of perception into meaningful figure-- ground Gestalts, the existential modes of embodiment, sociality, temporality, spatiality, and attunement are organized (...) together to accomplish foreground performances. It is only within this context that the activity of the nervous system may be understood as significant or insignificant. Speech is given as an example. The article concludes with a commentary on how the trend of reducing psychological phenomena to neurological phenomena has impaired our understanding of brain disorders and psychological disorders. (shrink)

Richard Taylor was born in Charlotte, Michigan on 5 November 1919. He received his A. B. from the University of illinois in 1941, his M. A. from Oberlin College in 1947, and his Ph. D. from Brown University in 1951. He has been William H. P. Faunce Professor of Philosophy at Brown University, Professor of Philosophy (Graduate Faculties) at Columbia University, and Professor of Philosophy at the University of Rochester. He is the author of about fifty articles and of five (...) philosophical books. This volume consists of essays presented to Richard Taylor on the occa sion of his sixtieth birthday. Some of the contributors have been Taylor'S students; some have been his colleagues; and all have been, and continue to be, his admirers. I have made several attempts to articulate what it is I (I would not presume to speak for anyone else) admire about Richard Taylor: (1) There is a particular 'flavor' to Taylor's philosophical writing and con versation that is wholly delightful. Like any other flavor, it can be tasted and enjoyed and remembered but never adequately described. (If there should be someone who has picked up this book who does not know what I mean, I recommend that he read the chapter on 'God' in Taylor's Metaphysics. ) (2) Taylor is a masterful dialectician. (shrink)

Philosophers often distinguish in some way between two senses of life's meaning. Paul Edwards terms these a ‘cosmic’ and ‘terrestrial’ sense. The cosmic sense is that of an overall purpose of which our lives are a part and in terms of which our lives must be understood and our purposes and interests arranged. This overall purpose is often identified with God's divine scheme, but the two need not necessarily be equated. The terrestrial sense of meaning is the meaning people find (...) in their own lives apart from the place of their lives in any ultimate end or context. (shrink)

I contrast our own evidence for the hypothesis of organic fossil origins with that available in previous centuries, suggesting that the most powerful contemporary evidence consists in a form of projective support whose distinctive features are not well captured by familiar hypothetico-deductive, abductive, or even more recent and more technically sophisticated accounts of scientific confirmation. I suggest that such accounts either misrepresent or ignore something important about the heterogeneous ways in which scientific hypotheses can be supported by evidence, and I (...) go on to suggest that the search for any single such account may be misguided in any case. (shrink)

Cicero's philosophical works are now exciting renewed interest, in part because he provides vital evidence of the views of the Greek philosophers of the Hellenistic age, and partly because of the light he casts on the intellectual life of first century Rome. This edition uses the 1997 Clarendon text by the acclaimed translator P.G. Walsh.

In this article, I examine Luhmann’s, Bunge’s and others’ views on emergence, and argue that Luhmann’s epistemological construal of emergence in terms of Totalausschluss (total exclusion) is both ontologically flawed and detrimental to an appropriate understanding of the distinctive features of social emergence. By contrast, Bunge’s rational emergentism, his CESM model, and Wimsatt’s characterization of emergence as nonaggregativity provide a useful framework to investigate emergence. While researchers in the field of social theory and sociology tend to regard Luhmann as the (...) sole representative of systems theory, the latter has been characterized by its diversity, and the writings of such systems theorists as Mario Bunge deserve more (critical) attention from social researchers than they receive at present. Finally, this article suggests that the perennial debate over methodological individualism and holism in social science may make real progress if such ambiguous terms as reduction and reductionism are elucidated before they are employed. (shrink)

J. L. Mackie's famous claim that Locke ‘anticipates’ Kripke's Causal Theory of Reference rests, I suggest, upon a pair of important misunderstandings. Contra Mackie, as well as the more recent accounts of Paul Guyer and Michael Ayers, Lockean Real Essences consist of those features of an entity from which all of its experienceable properties can be logically deduced; thus a substantival Real Essence consists of features of a Real Constitution plus logically necessary objective connections between them and features of some (...) particular Nominal Essence. Furthermore, what Locke actually anticipates is the most significant contemporary challenge to the CTR: the qua‐problem. (shrink)