This innovative volume presents an insightful philosophical portrait of the life and work of Arthur Schopenhauer. Focuses on the concept of the sublime as it clarifies Schopenhauer’s aesthetic theory, moral theory and asceticism Explores the substantial relationships between Schopenhauer’s philosophy and Buddhism, Hinduism, and Christianity Defends Schopenhauer’s position that absolute truth can be known and described as a blindly striving, all-permeating, universal “Will” Examines the influence of Asian philosophy on Schopenhauer Describes the relationships between Schopenhauer’s thought and that of Hegel, (...) Nietzsche, and Wittgenstein. (shrink)

"This book is a sorely needed corrective. Animal Spirits is an important--maybe even a decisive--contribution at a difficult juncture in macroeconomic theory.

Philostratus remarks on the terseness of the letters of Apollonius of Tyana , and letter 61 is a good example of that stylistic feature. Addressed to a Lesbonax, it says: ᾽Agr;νχαπσις ó Σκθης ν σπφóς εí δ Σκθης, τι καì ϳκθης . In my commentary to the letters, I observed that Apollonius is drawing here on the tradition of the Scythians as an idealized race, unspoiled by the cultivations of Greek city life, and is implicitly criticizing his contemporaries in the (...) Greek world for not living up to the high ideals of Hellenism. I compared a critical remark in letter 34 that alludes to Euripides, Orestes 485: “βαπβαπθ” ο “χπóνιος ὢν φ’ ‘Ελλδι. More can now be said. (shrink)

History of science and philosophy of science are not perfectly complementary disciplines. Several important asymmetries govern their relationship. These asymmetries, concerning levels of analysis, evidence, theories, writing, and training show that to be a decent philosopher of science is more difficult than being a decent historian. But to be a good historian-well, the degree of difficulty is reversed.

Ancient Chinese philosophical conceptions of intelligence differ markedly from those in the ancient Western tradition, and also from contemporary Western conceptions. Understanding these ancient Chinese conceptions of intelligence may help us better understand how a very important culture—Chinese culture—influences people's thinking and behavior, and may also help us broaden, deepen, as well as re-examine our own conceptions of intelligence. This article reviews two ancient Chinese conceptions of intelligence–the Confucian and Taoist– and discusses their ramifications for current thinking about intelligence and (...) its role in the world. 2012 APA, all rights reserved). (shrink)

he first institutional theory of art is outlined in a 1964 essay by Arthur Danto, “The Artworld,” which ruminates on the paradox that Andy Warhol’s Brillo Boxes is art though any of its perceptually indistinguishable twins—any stack of Brillo boxes in a grocery store—is not. Danto’s offers this solution to the paradox: “To see something as art requires something the eye cannot descry—an atmosphere of artistic theory, a knowledge of the history of art: an artworld.” Ultimately, though, it is “art (...) theory” that makes Warhol’s stack of silk screened plywood boxes into art. (shrink)

In the last thirty years systematics has transformed itself from a discipline concerned with classification into a discipline concerned with reconstructing the evolutionary history of life. This transformation has been driven by cladistic analysis, a set of techniques for reconstructing evolutionary trees. Long interested in the large-scale structure of evolutionary history, cladistically oriented systematists have recently begun to apply "tree thinking" to problems near the species level. ¶ In any local ("non-dimensional") situation species are usually well-defined, but across space and (...) time the grouping of populations into species is often problematic. Three views of species are in common use today, the biological species concept, the evolutionary species concept, and the phylogenetic species concept. Each of these has strengths and weaknesses, but no matter which is applied, exact counts of the number of species in any extended area will always be ambiguous no matter how much factual information is available. This ambiguity arises because evolution is an historical process, and the grouping of organisms into species always depends to some extent upon expectations of the future behavior of those organisms and their descendants, expectations that cannot be evaluated in the present. The existence and special character of the species problem is itself one of the central pieces of evidence for evolution. (shrink)

After almost a decade, the discussion initiated by Professor Edmund Gettier's provocative paper “Is Justified True Belief Knowledge?” continues. The most recent contribution to this discussion is Professor John Turk Saunders' attempt to counter Professor Irving Thalberg's claim that a principle that Gettier employs in reaching his notorious negative conclusion is unjustified. I am moved to add to the discussion at this time because it seems to me that the principle in question is unjustified. But more fundamentally, Gettier's argument fails (...) because the putative counter-examples on which it rests fail to make their intended point. I shall discuss these claims in turn.The epistemic principle which I consider unjustified is the one which Thalberg has called the Principle of Deducibility for Justification and which Gettier formulates as follows: “for any proposition P, if S is justified in believing P, and P entails Q, and S deduces Q from P and accepts Q as a result of this deduction, then S is justified in believing Q.”. (shrink)

If religion means a commitment to a set of theological propositions regarding the nature of God, the soul, and an afterlife, Ernst Haeckel (1834-1919) was never a religious enthusiast. The influence of the great religious thinker Friedrich Daniel Schleiermacher (1768-1834) on his family kept religious observance decorous and commitment vague.2 The theologian had maintained that true religion lay deep in the heart, where the inner person experienced a feeling of absolute dependence. Dogmatic tenets, he argued, served merely as inadequate symbols (...) of this fundamental experience. Religious feeling, according to Schleiermacher’s Über die Religion (On religion, 1799), might best be cultivated by seeking after truth, experiencing beauty, and contemplating nature.3 Haeckel practiced this kind of Schleiermachian religion all of his life. Haeckel’s association with the Evangelical Church, even as a youth, had been conventional. The death of his first wife severed the loose threads still holding him to formal observance. The power of that death, his obsession with a life that might have been, and the dark feeling of love forever lost drove him to find a more enduring and rational sub-. (shrink)

In late winter of 1864, Charles Darwin received two folio volumes on radiolarians, a group of one-celled marine organisms that secreted siliceous skeletons of unusual geometry. The author, the young German biologist Ernst Haeckel (fig. 1), had himself drawn the figures for the extraordinary copper-etched illustrations that filled the second volume.1 The gothic beauty of the plates astonished Darwin (fig. 2 ), but he must also have been drawn to passages that applied his theory to construct the descent relations of (...) these little known creatures. He replied to Haeckel that the volumes "were the most magnificent works which I have ever seen, & I am proud to possess a copy from the author."2 Emboldened by his own initiative in contacting the famous naturalist, Haeckel, a few days later, sent Darwin a newspaper clipping that described a meeting of the Society of German Naturalists and Physicians at Stettin, which occurred during the previous autumn. The article gave an extended and laudatory account of Haeckel's lecture defending Darwin's theory.3 Darwin immediately replied in his second letter: "I.. (shrink)

This volume contributes to the remarkable resurgence in interest for American pragmatism and its proponents by focusing on the influence of British empiricism, ...

Howe and colleagues demonstrate that deliberate practice is necessary for proficient levels of competence, a fact that is uncontroversial. They fail, however, to demonstrate the role of biology in talent, because the studies they cite are almost all irrelevant to the issue.

Stanovich & West rely for many of their conclusions on correlations of reasoning tasks with SAT scores. The conclusions they draw are suspect because the SAT is not a particularly good measure of so-called g; g is not necessarily causal, SAT scores are no arbiter of what is true, and in any case it is not suprising that reasoning tests correlate with reasoning tests.

Between Hanslick's negative thesis (music cannot portray specific feelings) and his positive thesis (the beauty of music is just the beauty of its tonal forms) lies what I call his disconnection thesis: ‘Even if it were possible for feelings to be represented by music, the degree of beauty in the music would not correspond to the degree of exactitude with which the music represented them’. In short, the beauty of a piece of music and its expressive properties are disconnected. Hanslick (...) supports this thesis with four arguments. Unfortunately for Hanslick none of these works. (shrink)

Idealization in mathematics, by its very nature, generates a gap between the theoretical and the practical. This article constitutes an examination of two individual, yet similarly created, cases of mathematical idealization. Each involves using a theoretical extension beyond the finite limits which exist in practice regarding human activities, experiences, and perceptions. Scrutiny of details, however, brings out substantial differences between the two cases, not only in regard to the roles played by the idealized entities, but also in regard to appropriate (...) criteria for justifying the use of such entities. The background information supplied and the examples chosen for analysis in this paper were selected from the areas of measurement theory, probability theory, mathematical logic, and philosophy of mathematics. (shrink)