Marking the tercentenary of Berkeley's birth, this collection of previously unpublished essays covers such Berkeleian topics as: imagination, experience, and possibility; the argument against material substance; the physical world; idealism; science; the self; action and inaction; beauty; and the general good. Among the contributors are: Christopher Peacocke, Ernest Sosa, Margaret Wilson, C.C.W. Taylor, and J.O. Urmson.
Turning Images in Philosophy, Science, and Religion: A New Book of Nature brings together new essays addressing the role of images and imagination recruited in the perennial debates surrounding nature, mind, and God. -/- The debate between "new atheists" and religious apologists today is often hostile. This book sets a new tone by locating the debate between theism and naturalism (most "new atheists" are self-described "naturalists") in the broader context of reflection on imagination and aesthetics. The eleven essays will be (...) of interest to anyone who is fascinated by the power of imagination and the role of aesthetics in deciding between worldviews or philosophies of nature. Representing a variety of points of view, authors include outstanding philosophers of religion and of science, a distinguished art historian, and a visual artist. -/- The book begins with Martin Kemp's essay on the work of the biologist, mathematician and classical scholar D'Arcy Wentworth Thompson in which Kemp develops the idea of "structural intuitions and a critique of reductive thinking about the natural world. This is followed by Geoffrey Gorham's overview and analysis of images of nature and God found in early modern science and philosophy. Anthony O'Hear questions a reductive, naturalist account of the origin of mind and values. Dale Jacquette offers a thoroughgoing naturalistic philosophy of the emergence of intentionality and a unique argument about the emergence of art and the aesthetic appreciation of nature. E.J. Lowe brings to light some challenges facing naturalistic approaches to human imaginative sensibility. Douglas Hedley articulates and defends a cognitive account of imagination, highlighting some of the difficulties confronting naturalism. Daniel N. Robinson offers a sweeping treatment of nature and naturalism, historically engaging Aristotle, Kant, Hegel and others. Conor Cunningham provides an aggressive critique of contemporary naturalism. Gordon Graham investigates the resources of naturalism in accounting for our sense of the sacred. Mark Wynn provides a subtle understanding of imagination and perception, suggesting how these may play into the theism - naturalism debate. The book concludes with Jil Evans' reflections on how images of the Galapagos Islands have been employed philosophically to picture either a naturalist or theistic image of nature. (shrink)
Research in ethical decision making has consistently demonstrated a positive relationship between others’ unethical behavior and observers’ unethical behavior, providing support for the “Monkey See, Monkey Do” perspective (e.g., Robinson and O’Leary-Kelly, Acad Manage J 41:658–672, 1998 ). However, the boundaries of this relationship have received little research attention. Guided by theory and research in interpersonal distancing, we explore these boundaries by proposing and examining “moral differentiation,” the set of individual and situational characteristics that affect the degree to which (...) one is willing to be influenced by others’ unethical behavior. Using data from 655 undergraduate business students in two U.S. universities, we test moderating hypotheses regarding the influence of moral differentiation characteristics on the relationship between others’ unethical behavior and observers’ unethical behavior. Results suggest that strong moral identity, low need for affiliation, and extraversion weaken the relationship between others’ unethical behavior and observers’ unethical behavior. Implications for managers and future research are discussed. (shrink)
Bibliography of A. A. Fraenkel (p. ix-x)--Axiomatic set theory. Zur Frage der Unendlichkeitsschemata in der axiomatischen Mengenlehre, von P. Bernays.--On some problems involving inaccessible cardinals, by P. Erdös and A. Tarski.--Comparing the axioms of local and universal choice, by A. Lévy.--Frankel's addition to the axioms of Zermelo, by R. Mantague.--More on the axiom of extensionality, by D. Scott.--The problem of predicativity, by J. R. Shoenfield.--Mathematical logic. Grundgedanken einer typenfreien Logik, von W. Ackermann.--On the use of Hilbert's [epsilon]-operator in scientific theories, (...) by R. Carnap.--Basic verifiability in the combinatory theory of restricted generality, by H. B. Curry.--Uniqueness ordinals in constructive number classes, by H. Putnam.--On the construction of models, by A. Robinson.--Interpretation of mathematical theories in the first order predicate calculus, by T. Skolem.--The elementary character of two notions from general algebra, by R. Vaught.--Foundations of arithmetic and analysis. Axiomatic method and intuitionism, by A. Heyting.--On rank-decreasing functions, by G. Kurepa.--On non-standard models for number theory, by E. Mendelson.--Concerning the problem of axiomatizability of the field of real numbers in the weak second order logic, by A. Mostowski.--Non-standard models and independence of the induction axiom, by M. O. Rabin.--Sur les ensembles raréfiés de nombres naturels, par W. Sierpinski.--Philosophy of logic and mathematics. Remarks on the paradoxes of logic and set theory, by E. W. Beth.--Logique formalisée et raisonnement juridique, par R. Feys.--Im Umkreis der sogenannten Raumprobleme, von H. Freudenthal.--Process and existence in mathematics, by H. Wang. (shrink)
The people and the value of their experience, by N. T. Pratt.--From kingship to democracy, by J. P. Harland.--Democracy at Athens, by G. M. Harper.--Athens and the Delian League, by B. D. Meritt.--Socialism at Sparta, by P. R. Coleman-Norton.--Tyranny, by M. Mac Laren.--Federal unions, by C. A. Robinson.--Alexander and the world state, by O. W. Reinmuth.--The Antigonids, by J. V. A. Fine.--Ptolemaic Egypt: a planned economy, by S. L. Wallace.--The Seleucids: the theory of monarchy, by G. Downey.--The political status (...) of the independent cities of Asia Minor in the Hellenistic period, by D. Magie.--The ideal states of Plato and Aristotle, by W. J. Oates.--Epilogue, by A. C. Johnson.--Bibliography (p. 225-233).--Index, by H. V. M. Dennis, III. (shrink)
This paper is a response to the 26 commentaries on my paper "Facing Up to the Problem of Consciousness". First, I respond to deflationary critiques, including those that argue that there is no "hard" problem of consciousness or that it can be accommodated within a materialist framework. Second, I respond to nonreductive critiques, including those that argue that the problems of consciousness are harder than I have suggested, or that my framework for addressing them is flawed. Third, I address positive (...) proposals for addressing the problem of consciousness, including those based in neuroscience and cognitive science, phenomenology, physics, and fundamental psychophysical theories. Reply to: Baars, Bilodeau, Churchland, Clark, Clarke, Crick & Koch, Dennett, Hameroff & Penrose, Hardcastle, Hodgson, Hut & Shepard, Libet, Lowe, MacLennan, McGinn, Mills, O'Hara & Scutt, Price, Robinson, Rosenberg, Seager, Shear, Stapp, Varela, Velmans. (shrink)
The object of this paper is to show how one is able to construct a paraconsistent theory of models that reflects much of the classical one. In other words the aim is to demonstrate that there is a very smooth and natural transition from the model theory of classical logic to that of certain categories of paraconsistent logic. To this end we take an extension of da Costa''sC 1 = (obtained by adding the axiom A A) and prove for it (...) results which correspond to many major classical model theories, taken from Shoenfield . In particular we prove counterparts of the theorems of o-Tarski and Chang-o-Suszko, Craig-Robinson and the Beth definability theorem. (shrink)
The Knower Paradox is an element of the class of paradoxes of self-reference. It demonstrates that any theory Ó which (1) extends Robinson arithmetic Q, (2) includes a unary knowledge predicate K, and (3) contains certain elementary epistemic principles involving K is inconsistent. In this paper I present different versions of the Knower Paradox (both in the framework of the first-order arithmetic and in the modal logic). There are several solutions of the paradox. Some of them I discuss in (...) detail, namely solution developed within modal logic, solution proposed by C. A. Anderson and solution proposed by P. Égré. The common defect of these proposals is that they developed a connection between the concepts of knowledge and provability. Finally, I suggest a solution using the basic ideas of the revision theory of definitions. (shrink)
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