1998
DOI: 10.1006/hmat.1997.2171
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Twenty-One Algebraic Normal Forms of Citrabhānu

Abstract: In this article we examine Citrabhā nu's (fl. 1530) theory of algebraic normal forms up to the third degree as handed down to us by his pupil Ś an . kara and make a survey of their history in India.

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Cited by 4 publications
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“…A famous example is Citrabhānu's 21 questions and answers, mentioned above, which survives in the Kriyākramakarī (Sarma 1975: 108-26;Hayashi and Kusuba 1998). Here given any two of seven possible combinations of two unknowns (involving sums, products, squares and cubes), the other quantities are to be reconstructed.…”
Section: Th E O Rga N I Z At I O N O F K Now L E D G Ementioning
confidence: 99%
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“…A famous example is Citrabhānu's 21 questions and answers, mentioned above, which survives in the Kriyākramakarī (Sarma 1975: 108-26;Hayashi and Kusuba 1998). Here given any two of seven possible combinations of two unknowns (involving sums, products, squares and cubes), the other quantities are to be reconstructed.…”
Section: Th E O Rga N I Z At I O N O F K Now L E D G Ementioning
confidence: 99%
“…Among these, one can find the approximation of (Katz 2007: 481-93), Govindasvāmin's arithmetic rules quoted in the Kriyākrama-karī (Hayashi 2000), and Citrabhānu's 21 questions (Hayashi and Kusuba 1998;Mallayya 2011;cf. Wagner 2015).…”
Section: Introductionmentioning
confidence: 99%
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