Strict constructivist philosophers conclude that no truth claims can be verified on the basis of mystical exploration due to the thoroughly conditioned character of such experiences. In response, Bede Griffiths’s life of dialogue between Christianity and Hinduism suggests that mystical knowing incorporates both conditioned and unconditioned elements. In the cross-culturally identifiable experience of self-transcendence in meditation, the relationship between the conditioned subject and the unconditioned sacred “object” is transformed, resulting in an intuitive knowledge for which different criteria of verifiability are (...) both needed and available. Griffiths’s multireligious experience thus supports the identification of common ground for various religions in mystical knowing. (shrink)

This article examines different ways agrarian thought has been interpreted and employed by ancient Chinese and early modern Japanese philosophers to criticize and attempt to limit the state’s power, and, in at least one case, to try to strengthen it. It analyzes the manner in which arguably the most fundamental human activities of farming, weaving, and governing have been conceptualized in a normative way, and the extent to which thinkers and statesmen in these East Asian historical contexts debated their correct (...) interrelation. The state’s critics were deeply concerned about the tragic occurrence of death by starvation during their ages, and by the conditions that allowed it to happen. They identified and advocated certain ethical values and political measures they believed would mitigate and help prevent this avoidable circumstance. Conversely, the state’s supporters appropriated agrarian thinking to demonstrate how the sovereign’s control of the realm and its subjects could be significantly enhanced by strategically apportioning the land in a particular way. Lastly, both groups of thinkers sought unity, ethically or geopolitically, but they conceived of this ideal in contrasting ways. (shrink)

In a strictly deterministic universe a Laplacian superman undertakes to predict if a certain ongoing Turing machine will ever halt. Well, he may predict that the machine will be struck by lightning tomorrow but Judson Webb invites us to "idealize" the case sufficiently so that it is not any lack of physical knowledge that stymies the Laplacian superman but rather the negative result of Turing's metamathematical or formal "indeterminacy" that suggests to Webb a the-Turing machines are thus seen to (...) enjoy a certain sort of "indeterminacy" or "unpredictability" which, while not physical in character, might readily be styled metamathematical. It is precisely that metamathematical or formal "indeterminacy" that suggests to Webb a theoretical basis for overcoming the traditional dichotomy of mind and mechanism. The ostensibly negative results of Turing, Gödel, and Church, far from showing that minds cannot possibly be machines, Webb interprets positively as supplying us with rich instructions as to what sort of unpredictable machines we have right to expect them to be. (shrink)

Husserl’s first work formulated what proved to be an algorithmically complete arithmetic, lending mathematical clarity to Kronecker’s reduction of analysis to finite calculations with integers. Husserl’s critique of his nominalism led him to seek a philosophical justification of successful applications of symbolic arithmetic to nature, providing insight into the “wonderful affinity” between our mathematical thoughts and things without invoking a pre-established harmony. For this, Husserl develops a purely descriptive phenomenology for which he found inspiration in Mach’s proposal of a “universal (...) physical phenomenology.” To account for applications to any domain, Husserl envisages a theory of all possible deductive systems, which he develops extensively in his Göttingen lectures wherein he engages with Hilbert’s work on deductive systems for geometry, real arithmetic, and physics. This leads Husserl to formulate claims of decidability and proofs of completeness for various arithmetics that result from his analysis of Kronecker’s general arithmetic. Careful attention to these proofs seem to show that Husserl was not oblivious to problems that underlie our incompleteness theorems, namely that of showing that some inversions of his algorithmic arithmetic are undefined. His growing preoccupation with the issue of a pre-established harmony between mathematical thought and reality motivate his pursuit of a “supramathematics” of all possible complete theory forms to demystify such harmony, by having such a form on hand for describing any empirical domain. He soon decides that a transcendental idealism of nature will reveal the wonderful affinity of thoughts and things comprising such harmony, to be a wonderful “parallelism of objective unities and constituted manifolds of consciousness.” But the paradoxes of logic and set theory cloud the clarity of mathematics, which Weyl would restore with Brouwer’s intuitionism and Hilbert with his metamathematics. Husserl informed Weyl that his student Becker had formulated a phenomenological foundation not only for Weyl’s generalization of relativity theory but also for the Brouwer-Weyl continuum. But Weyl eventually rejected much of Becker’s work, especially when it became clear that his phenomenological intuitionism could not account for the success of Hilbert’s transfinite mathematics in quantum physics. Becker responded to this “crisis of phenomenological method” with his mantic phenomenology celebrating the magic of mathematical mysticism, which Husserl finally rejects in favor of a pluralistic phenomenology of mathematics and nature. (shrink)

Bridging the gap between the world of science and the realm of the spiritual, B. Alan Wallace introduces a natural theory of human consciousness that has its roots in contemporary physics and Buddhism. Wallace's "special theory of ontological relativity" suggests that mental phenomena are _conditioned_ by the brain, but do not _emerge_ from it. Rather, the entire natural world of mind and matter, subjects and objects, arises from a unitary dimension of reality that is more fundamental than these dualities, as (...) proposed by Wolfgang Pauli and Carl Jung. To test his hypothesis, Wallace employs the Buddhist meditative practice of _samatha_, refining one's attention and metacognition, to create a kind of telescope to examine the space of the mind. Drawing on the work of the physicist John Wheeler, he then proposes a more general theory in which the participatory nature of reality is envisioned as a self-excited circuit. In comparing these ideas to the Buddhist theory known as the Middle Way philosophy, Wallace explores further aspects of his "general theory of ontological relativity," which can be investigated by means of _vipasyana_, or insight, meditation. Wallace then focuses on the theme of symmetry in reference to quantum cosmology and the "problem of frozen time," relating these issues to the theory and practices of the Great Perfection school of Tibetan Buddhism. He concludes with a discussion of the general theme of complementarity as it relates to science and religion. The theories of relativity and quantum mechanics were major achievements in the physical sciences, and the theory of evolution has had an equally deep impact on the life sciences. However, rigorous scientific methods do not yet exist to observe mental phenomena, and naturalism has its limits for shedding light on the workings of the mind. A pioneer of modern consciousness research, Wallace offers a practical and revolutionary method for exploring the mind that combines the keenest insights of contemporary physicists and philosophers with the time-honored meditative traditions of Buddhism. (shrink)

This book grew out of a graduate student paper [261] in which I set down some criticisms of J. R. Lucas' attempt to refute mechanism by means of G6del's theorem. I had made several such abortive attempts myself and had become familiar with their pitfalls, and especially with the double edged nature of incompleteness arguments. My original idea was to model the refutation of mechanism on the almost universally accepted G6delian refutation of Hilbert's formalism, but I kept getting stuck on (...) questions of mathematical philosophy which I found myself having to beg. A thorough study of the foundational works of Hilbert and Bernays finally convinced me that I had all too naively and uncritically bought this refutation of formalism. I did indeed discover points of surprisingly close contact between formalism and mechanism, but also that it was possible to under mine certain strong arguments against these positions precisely by invok ing G6del's and related work. I also began to realize that the Church Turing thesis itself is the principal bastion protecting mechanism, and that G6del's work was perhaps the best thing that ever happened to both mechanism and formalism. I pushed these lines of argument in my dis sertation with the patient help of my readers, Raymond Nelson and Howard Stein. I would especially like to thank the latter for many valuable criticisms of my dissertation as well as some helpful suggestions for reor ganizing it in the direction of the present book. (shrink)

Husserl’s lifelong interest in Kant eventually becomes a preoccupation in his later years when he finds his phenomenology in competition with Neokantianism for the title of transcendental philosophy. Some issues that Husserl is concerned with in Kant are bound up with the works of Lambert. Kant believed that the role played by principles of sensibility in metaphysics should be determined by a “general phenomenology” on which Lambert had written. Kant initially believed that man is capable only of symbolic cognition, not (...) intellectual intuition. Lambert saw an increasing need in mathematics for symbolic cognition as exemplified in his proofs of the irrationality of π and e. Kant takes from Leibniz and Lambert an unrestricted notion of construction, allowing him to view mathematics as constructing its concepts in intuition, while Lambert’s proofs convince him that all mathematical problems are eventually solvable. Husserl criticizes Kant’s intuitionism for its inadequate accommodation of meaning to intuition, which he redresses with his theory of categorial intuition. This may improve on Kant’s intuition of the axiom of parallels but not so clearly on his spatial intuition. Husserl opposes Kant’s view of space as the form of outer intuition with his own view of it as the form of things. Husserl’s exploration of the geometry of visual space, which involves his earliest uses of epoché and reduction, converges however with Hilbert’s logical analysis of Kantian spatial intuition in leading to Euclidean spatial judgments. Hilbert’s analysis leads him to affirm the solvability of all well posed mathematical problems, a thesis complicated by the outbreak of logical paradoxes. Untroubled by such paradoxes, Husserl develops a supramathematics of all possible deductive systems whose completeness implicitly would also provide solutions of all such problems. Husserl’s full transcendental turn coincides with his realization that in effecting his Copernican turn, Kant was really the first to detect the “secret longing” of modern philosophy for a phenomenological clarification of being. Husserl now finds that Kant’s transcendental deductions presuppose a pure ego not adequately analyzed by Kant that survives the phenomenological reduction. Husserl’s idealism leads him to develop his own intuitionism, which adds to Kant’s, a “method of clarification” of mathematical concepts intended to clarify difficult impossibility proofs, but neither Husserl nor Kant base arithmetic on time. Husserl’s critique of the room left in Kant’s idealism, for things in themselves, leads to his own monadological solution of the problem of intersubjectivity. Husserl’s final judgment on Kant is that his form of transcendental idealism did not enable him to achieve absolute subjectivity through a genuine transcendental reduction. (shrink)

Do psychological traits predict philosophical views? We administered the PhilPapers Survey, created by David Bourget and David Chalmers, which consists of 30 views on central philosophical topics (e.g., epistemology, ethics, metaphysics, philosophy of mind, and philosophy of language) to a sample of professional philosophers (N = 314). We extended the PhilPapers survey to measure a number of psychological traits, such as personality, numeracy, well-being, lifestyle, and life experiences. We also included non-technical ‘translations’ of these views for eventual use in other (...) populations. We found limited to no support for the notion that personality or demographics predict philosophical views. We did, however, find that some psychological traits were predictive of philosophical views, even after strict correction for multiple comparisons. Findings include: higher interest in numeracy predicted physicalism, naturalism, and consequentialism; lower levels of well-being and higher levels of mental illness predicted hard determinism; using substances such as psychedelics and marijuana predicted non-realist and subjectivist views of morality and aesthetics; having had a transformative or self-transcendent experience predicted theism and idealism. We discuss whether or not these empirical results have philosophical implications, while noting that 68% of our sample of professional philosophers indicated that such findings would indeed have philosophical value. (shrink)

Ethics in Early China: An Anthology is a major contribution to the philosophical study of early Chinese ethics and comparative ethics by a collection of some of the most distinguished scholars in these fields. This anthology honors Professor Chad Hansen's many and important contributions to the study of Chinese philosophy, but the work is not a festschrift per se. Instead of discussing the honoree's oeuvre in a collection of essays, these new, innovative, and outstanding writings engage, bear upon, develop, and (...) contend with important themes in Hansen's work, including, for example, Hansen's provocative interpretations of the meanings of dao 道 and de 德 in early Chinese sources, his analysis of the action-guiding .. (shrink)

American men experience worse outcomes on a wide range of health and well-being variables compared to women, including disease, educational problems, violence, addiction, suicide, unemployment, and life expectancy. Because of this, organizations have created programs that focus on helping men both psychologically and spiritually; however, it is important to assess the effectiveness of these programs. The Crucible Project, founded in 2002, attempts to facilitate the development of integrity, courage, and grace in men using a weekend retreat format. The purpose of (...) this pilot study was to explore the effect of the weekend retreat on participants’ authenticity, assertiveness, and willingness to forgive. Participants completed measures before the weekend retreat, immediately after the weekend retreat, and at a 1-month follow-up. Results indicate that weekend retreat participants demonstrated a significant increase in scores on measures of authenticity and willingness to forgive and a trend toward increased scores on the measure of assertiveness over time. We conclude by discussing limitations of the study, areas for future research, and implications for spiritual and character development. (shrink)

The metamathematical theorems of Gödel and Church are frequently applied to the philosophy of mind, typically as rational evidence against mechanism. Using methods of Post and Smullyan, these results are presented as purely mathematical theorems and various such applications are discussed critically. In particular, J. Lucas's use of Gödel's theorem to distinguish between conscious and unconscious beings is refuted, while more generally, attempts to extract philosophy from metamathematics are shown to involve only dramatizations of the constructivity problem in foundations. More (...) specifically, philosophical extrapolations from metamathematics are shown to involve premature extensions of Church's thesis. (shrink)

Bridging the gap between the world of science and the realm of the spiritual, B. Alan Wallace introduces a natural theory of human consciousness that has its roots in contemporary physics and Buddhism. Wallace's "special theory of ontological relativity" suggests that mental phenomena are _conditioned_ by the brain, but do not _emerge_ from it. Rather, the entire natural world of mind and matter, subjects and objects, arises from a unitary dimension of reality that is more fundamental than these dualities, as (...) proposed by Wolfgang Pauli and Carl Jung. To test his hypothesis, Wallace employs the Buddhist meditative practice of _samatha_, refining one's attention and metacognition, to create a kind of telescope to examine the space of the mind. Drawing on the work of the physicist John Wheeler, he then proposes a more general theory in which the participatory nature of reality is envisioned as a self-excited circuit. In comparing these ideas to the Buddhist theory known as the Middle Way philosophy, Wallace explores further aspects of his "general theory of ontological relativity," which can be investigated by means of _vipasyana_, or insight, meditation. Wallace then focuses on the theme of symmetry in reference to quantum cosmology and the "problem of frozen time," relating these issues to the theory and practices of the Great Perfection school of Tibetan Buddhism. He concludes with a discussion of the general theme of complementarity as it relates to science and religion. The theories of relativity and quantum mechanics were major achievements in the physical sciences, and the theory of evolution has had an equally deep impact on the life sciences. However, rigorous scientific methods do not yet exist to observe mental phenomena, and naturalism has its limits for shedding light on the workings of the mind. A pioneer of modern consciousness research, Wallace offers a practical and revolutionary method for exploring the mind that combines the keenest insights of contemporary physicists and philosophers with the time-honored meditative traditions of Buddhism. (shrink)

The Oxford University Studies in the Enlightenment series, previously known as SVEC (Studies on Voltaire and the Eighteenth Century), has published over 500 peer-reviewed scholarly volumes since 1955 as part of the Voltaire Foundation at the University of Oxford. International in focus, Oxford University Studies in the Enlightenment volumes cover wide-ranging aspects of the eighteenth century and the Enlightenment, from gender studies to political theory, and from economics to visual arts and music, and are published in English or French.

Aristotle's Physics is a work of extraordinary intellectual power which has had a profound influence on scientists and philosophers throughout the ages, and on the development of physics itself. This collection of major, previously unpublished, essays by leading Aristotelian scholars examines a wide range of major issues in the Physics and other related works. They offer fresh approaches to Aristotle's work and important new interpretations of his thought.

Bringing together Deleuze, Blanchot, and Foucault, this book provides a detailed and original exploration of the ideas that influenced Deleuze's thought leading up to and throughout his cinema volumes and, as a result, proposes a new definition of art. Examining Blanchot's suggestion that art and dream are "outside" of power, as imagination has neither reality nor truth, and Foucault's theory that power forms knowledge by valuing life, Eugene Brent Young relates these to both Deleuze's philosophy of time and his work (...) with Guattari on art. In doing so, he uses case studies from literature and popular film, including Kafka's Castle, Villeneuve's Arrival, and Kubrick's Eyes Wide Shut. Providing important new insights for those working in literary and cinematic studies, this book advances a new definition of art as that which reverses the realities and truths of power to express obscure ideas and values beyond both our exterior and interior worlds. (shrink)

On the basis of what Aristotle says in the Posterior Analytics about how sciences are differentiated and about the impermissibility of ‘kind-crossing’, many commentators suppose that when it comes to his scientific practice, Aristotle treats the boundaries of the sciences as impermeable, so that if subject-matter X is the business of one science, it simply cannot be the business of another. I call this the impermeable boundary theory of the sciences: knowledge is divided into watertight compartments, determined by their distinct (...) genera, and what goes on in one compartment cannot turn up in another. I argue that, even if this is a correct account of Aristotle’s position in the Analytics, the view that he accepts the impermeable boundary theory when it comes to his scientific and philosophical work outside the Analytics is simply untenable. (shrink)

The late Jacob Klein’s important book is, remarkably, a lucid presentation of esoteric argument. Dealing with the famed Platonic triad, Theaetetus, Sophist, and Statesman, Klein settles the dispute about the missing dialogue, "The Philosopher," by first denying that it is missing and second showing that it is unnecessary. He argues, in short, that the triad is a dyad. That argument is reinforced by the distinction Klein strongly implies between the Socratic Theaetetus and the Eleatic Sophist and Statesman. "We can now (...) understand why the conversations of the ‘trilogy’ occur in two, not three, days and why the Sophist, the Statesman, and the Philosopher are dealt with in two, not three, dialogues". (shrink)

Lambda, the twelfth book of Aristotle's Metaphysics, is an outline for a much more extended work in metaphysics or, more accurately, in what Aristotle calls 'first philosophy', the inquiry into 'the principles and causes of all things'. Lindsay Judson provides a rigorous translation of this important book and a detailed philosophical commentary.