Download Classical Indian Philosophy of Induction: The Nyaya by Kisor Kumar Chakrabarti PDF

By Kisor Kumar Chakrabarti

Induction is a easy approach to medical and philosophical inquiry. The paintings seeks to teach opposed to the skeptical tide that the tactic is safe and trustworthy. the matter of induction has been a hotly debated factor in glossy and modern philosophy considering that David Hume. in spite of the fact that, lengthy earlier than the fashionable period Indian philosophers have addressed this challenge for roughly thousand years. This paintings examines a few significant Indian viewpoints together with these of Jayarasi (7th century), Dharmakirti (7th century), Prabhakara (8th century), Udayana (11th century) and Prabhacandra (14th century). It additionally discusses a few influential modern positions together with these of Russell, Strawson, Popper, Reichenbach, Carnap, Goodman and Quine. the main target is at the Nyaya view built through Gangesa (13th century). a considerable a part of the paintings is dedicated to annotated translation of chosen chapters from Gangesa's paintings facing the matter of induction with copious references to the later Nyaya philosophers together with Raghunatha (15th century), Mathuranatha (16th century), Jagadisa (17th century) and Gadadhara (17th century). An annotated translation of choices from Sriharsa (12th century) of the Vedanta university, Prabhacandra of the Jaina college and Dharmakirti of the Buddhist tuition is additionally incorporated. an answer is gifted to the classical challenge of induction and the Grue paradox in accordance with the Nyaya standpoint. the answer contains an issue from counterfactual reasoning, arguments in protection of causality, analyses of circularity and logical economic climate, arguments for aim universals and a controversy from belief-behavior contradiction.

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Extra info for Classical Indian Philosophy of Induction: The Nyaya Viewpoint

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By deciding his lowest acceptable betting odds), before considering the evidence. Once the values are established in this way, the desired probability may be computed The Problem of Induction 25 with the help of the formula. In actual cases a good deal of empirical data are often accumulated, so that the initial chosen values eventually get rapidly diminishing roles in yielding the answer. Hence, from the subjective Bayesian point of view, differences in prior probabilities are not very material: as more and more evidence is gathered, these differences wash out, the posterior probabilities merge and lead on to the same final degrees of belief.

Rather, we address some main arguments in later Nyāya. We first quote a passage from the Tattvacintāmaņi (TC) of Gangesa. [Modern scholars eulogize Gangesa (thirteenth century) as the founder of Navya Nyāya or New Nyāya. ] The removal of that [the apprehension of deviation] is sometimes through counterfactual reasoning or CR (tarka) countering the opposite thesis and sometimes comes on its own (svatah siddhah). Should there be an infinite regress because CR is based on pervasion? No. CR is resorted to up to the point there is apprehension [of deviation].

As Varadaraja explains, it is rejection of something reliable or acceptable (prāmāņika-parityāgah) or acceptance of something unreliable (tathetara or aprāmāņika-parigrahah) (TR, verse 70). That is, in a tarka a hypothesis is shown to involve rejecting something reliable or accepting something unreliable and is thereby disfavored. In the context of supporting an induction, tarka proceeds by showing that the supposition that the induction is false leads to an undesirable consequence. ) Specifically, in a narrower version, tarka stands for reasoning with a counterfactual hypothetical proposition that is known to have a false antecedent and a false consequent.

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