Aggregative consequentialism and several other popular moral theories are threatened with paralysis: when coupled with some plausible assumptions, they seem to imply that it is always ethically indifferent what you do. Modern cosmology teaches that the world might well contain an infinite number of happy and sad people and other candidate value-bearing locations. Aggregative ethics implies that such a world contains an infinite amount of positive value and an infinite amount of negative value. You can affect only (...) a finite amount of good or bad. In standard cardinal arithmetic, an infinite quantity is unchanged by the addition or subtraction of any finite quantity. So it appears you cannot change the value of the world. Modifications of aggregationism aimed at resolving the paralysis are only partially effective and cause severe side effects, including problems of “fanaticism”, “distortion”, and erosion of the intuitions that originally motivated the theory. Is the infinitarian challenge fatal? (shrink)

This paper offers a defense of Charles Parsons’ appeal to mathematical intuition as a fundamental factor in solving Benacerraf’s problem for a non-eliminative structuralist version of Platonism. The literature is replete with challenges to his well-known argument that mathematical intuition justifies our knowledge of the infinitude of the natural numbers, in particular his demonstration that any member of a Hilbertian stroke string ω-sequence has a successor. On Parsons’ Kantian approach, this amounts to demonstrating that for an “arbitrary” or “vaguely represented” (...) string of strokes, we can always “add” one more stroke. Critics have contested the cogency of a notion of an arbitrary object, our capacity to vaguely represent a definite object, and the role of spatial and temporal representation in the demonstration that we can “add” one more. The bulk of this paper is devoted to demonstrating how to meet all extant criticisms of his key argument. Critics have also suggested that Parsons’ whole approach is misbegotten because the appeal to mathematical intuition inevitably falls short of providing a complete solution to Benacerraf’s problem. Since the natural numbers are essentially and exclusively characterized by their structural properties, they cannot be identified with any particular model of arithmetic, and thus a notion of intuition will fail to capture the universality of arithmetic, its applicability to all entities. This paper also explains why we should not reject appeal to mathematical intuition even though it is not itself sufficient to fully “close the gap” on Benacerraf’s challenge. (shrink)

Can a certain sort of property supervene on another sort of property without reducing to it? Many philosophers find the superveniencel irreducibility combination attractive in the philosophy of mind and in moral philosophy. They think that mental properties supervene upon physical properties but do not reduce to them, or that moral properties supervene upon natural properties without reducing to them. Other philosophers have tried to show that the combination is ultimately untenable, however attractive it might initially appear. Thus Ted Honderich (...) and Jaegwon Kim argue that the combination cannot explain the causal efhcacy of the supervening properties. And Simon. (shrink)

A book filled with inspirations, tools, and techniques, offers a practical guide to discovering the power of living fully and completely in the now and significantly reducing stress by embracing Buddhist wisdom.

How do you understand the dimensions, power, mind, will, and love of God when He is beyond definition? Dr. J. Vernon McGee unravels the mystery of who God is and offers a solid theological understanding for the layman. Thoroughly biblical, Who Is God? dos not attempt to put Him in a box, but instead examines the biblical revelation and affirms that though God cannot be measured by human standards, He does reveal Himself to us. From learning about the Trinity to (...) discussing God's character, Dr. McGee gives both believer and nonbeliever wise counsel on who God is and how He makes Himself known to us. (shrink)

This article addresses “Creativity after Computation” by looking into the concept of artificial imagination, namely the machine’s ability to produce images that challenge artmaking and surprise human beings with the aid of machine learning algorithms. What is at stake is not only art and creativity but also the tension between the determination of machines and the freedom of human beings. This opposition restages Kant’s third antinomy in the contemporary technological condition. By referring to the debate on the question of imagination (...) in Kant, Heidegger, and Stiegler, the article suggests that imagination is always already artificial and that it is more productive to develop an organology of artificial imagination. It clarifies the notion of artificial imagination and offers an organological reading through a reinterpretation of Leibniz’s monadology, Kant’s sublime, and Schiller’s aesthetic education against the backdrop of recursive algorithms. (shrink)

Offering a panoramic view of much of Benjamin’s thought, and concentrating in particular on his early writings, this book derives from a philosophical analysis of readings and studies by Benjamin that have not heretofore been considered in detail.

This handsomely produced volume contains 22 contributions from international scholars, which were originally presented at the 2000 Conference of the International Society for Phenomenology, Fine Arts, & Aesthetics. The papers center around the theme of gardens and include a wide range of topics of interest to phenomenologists but also, perhaps, to gardeners with a philosophical bent. A sampling of topics: Leonardo's Annunciation Hortus Conclusus and its reflexive intent; hatha yoga--a phenomenological experience of nature; the Chinese attempt to miniaturize the world (...) in gardens; conflating and compressing time in commodified space and architecture; constructing the deconstructive landscape (the ruin aesthetic); and a phenomenological-anthropological aproach to Zen gardens. The volume is lightly indexed by name (mostly philosophers). Annotation (c)2003 Book News, Inc., Portland, OR (booknews.com). (shrink)