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A Japanese Translation of Prasa۪ga und Prasa۪gaviparyaya bei DharmakƯrti und seinen Komenntatoren by Takashi Iwata (1)

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Kuwon: Research Papers Vol. 7, Young Buddhists Association of Waseda University, March 2017

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A Japanese Translation of Prasa۪ga und Prasa۪gaviparyaya bei DharmakƯrti und seinen Komenntatoren by Takashi Iwata (1)

FUJIMOTO Yosuke

This paper is an annotated partial Japanese translation of a German scholarly work, Prasa۪ga und Prasa۪gaviparyaya bei DharmakƯrti und seinen Komenntatoren written by Professor Emeritus Takashi Iwata of Waseda University.

DharmakƯrti is a well-known Indian Buddhist scholar of the seventh century who established Buddhist logic and epistemology. In one of his main treatises, PramƗ۬aviniĞcaya, DharmakƯrti propounded prasa۪ga, which suggests a whole process of reasoning through which the proponent deduces unreasonable consequences from the hypothesis proposed by the opponent, and hence denies the opponent’s proposition. A recent study has shown that there is a divergence of opinions on prasa۪ga between Buddhist epistemological philosophers.

In his work, Professor Iwata, one of the world’s greatest authorities on the field of Buddhist logic and epistemology, examines DharmakƯrti’s and his commentators’ views on prasa۪ga with meticulous care. Chapter 1 discusses DharmakƯrti’s prasa۪ga, focusing on its features, its basis, and its purpose.

Chapter 2 describes an example that DharmakƯrti gives of prasa۪ga, and explains the various interpretations of his successors. Through this examination, Professor Iwata successfully provides a clearer picture of the interpretations of prasa۪ga in the Buddhist epistemological tradition. This shows the height of his reading skills in classical Sanskrit and Tibetan. Careful readers of this work will obtain basic knowledge concerning prasa۪ga in Buddhist epistemological tradition. This paper, which translates Professor Iwata’s work for the first time in Japanese, will be an indispensable reference for Japanese scholars and students working in this field.

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