Indian logic (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Indian logic" in English language version.

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archive.org

books.google.com

  • Kenneth Kramer (January 1986). World Scriptures: An Introduction to Comparative Religions. Paulist Press. pp. 34–. ISBN 978-0-8091-2781-8.
  • David Christian (1 September 2011). Maps of Time: An Introduction to Big History. University of California Press. pp. 18–. ISBN 978-0-520-95067-2.
  • Upinder Singh (2008). A History of Ancient and Early Medieval India: From the Stone Age to the 12th Century. Pearson Education India. pp. 206–. ISBN 978-81-317-1120-0.
  • Weyl, Hermann (1950-01-01). The Theory of Groups and Quantum Mechanics. Courier Corporation. ISBN 978-0-486-60269-1.

doi.org

  • Kisor Kumar Chakrabarti (June 1976), "Some Comparisons Between Frege's Logic and Navya-Nyaya Logic", Philosophy and Phenomenological Research, 36 (4), International Phenomenological Society: 554–563, doi:10.2307/2106873, JSTOR 2106873, This paper consists of three parts. The first part deals with Frege's distinction between sense and reference of proper names and a similar distinction in Navya-Nyaya logic. In the second part we have compared Frege's definition of number to the Navya-Nyaya definition of number. In the third part we have shown how the study of the so-called 'restrictive conditions for universals' in Navya-Nyaya logic anticipated some of the developments of modern set theory.
  • Kisor Kumar Chakrabarti (June 1976), "Some Comparisons Between Frege's Logic and Navya-Nyaya Logic", Philosophy and Phenomenological Research, 36 (4), International Phenomenological Society: 554–563, doi:10.2307/2106873, JSTOR 2106873

jstor.org

  • Kisor Kumar Chakrabarti (June 1976), "Some Comparisons Between Frege's Logic and Navya-Nyaya Logic", Philosophy and Phenomenological Research, 36 (4), International Phenomenological Society: 554–563, doi:10.2307/2106873, JSTOR 2106873, This paper consists of three parts. The first part deals with Frege's distinction between sense and reference of proper names and a similar distinction in Navya-Nyaya logic. In the second part we have compared Frege's definition of number to the Navya-Nyaya definition of number. In the third part we have shown how the study of the so-called 'restrictive conditions for universals' in Navya-Nyaya logic anticipated some of the developments of modern set theory.
  • Kisor Kumar Chakrabarti (June 1976), "Some Comparisons Between Frege's Logic and Navya-Nyaya Logic", Philosophy and Phenomenological Research, 36 (4), International Phenomenological Society: 554–563, doi:10.2307/2106873, JSTOR 2106873