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  1. A. A. Krishnaswami Ayyangar (1892–1953) [1] was an Indian mathematician. He received his M.A. in Mathematics at the age of 18 from Pachaiyappa's College, and subsequently taught mathematics there. In 1918, he joined the mathematics department of the University of Mysore and retired from there in 1947. He was born in a Tamil Brahmin family. [2]

  2. 1936. Correlation by the method of factors. AA Krishnaswami Ayyangar. Proceedings of the Indian Academy of Sciences-Section A 6 (1), 71-73. , 1937. 1. 1937. 1127. Conormal points on an...

  3. Krishnaswami Ayyangar was an Indian mathematician who worked in Mysore. He produced important work on the history of Hindu mathematics. View one larger picture. Biography. A A Krishnaswami Ayyangar was born in a traditional Vaishnavaite family.

  4. A. A. Krishnaswami Ayyangar (AAK), my father, was born on 1 December, 1892. He got his M.A. in Mathematics at the age of 18 and subsequently started teaching Mathematics at his own alma mater, Pachaiappas College, Chennai (Madras).

  5. History. Born: 1892, India. Died: June 1953. Theorems and Definitions. Numbers whose Product with Reverse are Equal. Publications. Also known as. His name is also rendered Iyangar . Category: Mathematicians. This page was last modified on 22 December 2018, at 23:26 and is 0 bytes.

  6. Diwan Bahadur Sakkottai Krishnaswamy Aiyangar FRAS (15 April 1871 – 26 November 1946) was an Indian historian, academician and Dravidologist.

  7. Krishnaswami Ayyangar was an Indian mathematician who worked in Mysore. He produced important work on the history of Hindu mathematics. Mathematical Profile (Excerpt): He studied at Pachaiappas College,Madras (now Chennai), and was awarded his M.A. in Mathematics in 1911 when he was 18 years old.

  8. A. A. Krishnaswami Ayyangar (1892–1953) was an Indian mathematician. He received his M.A. in Mathematics at the age of 18 from Pachaiyappa's College, and subseq...

  9. Nov 1, 1997 · This paper gives both a new interpretation of Āryabha t · a's rule for sine-differences prescribed in the second chapter of his Āryabha t · ı̄ya (A.D. 499/510), one of the oldest astronomical texts in India, and a hypothesis about the origin of his table of sine-differences given in the first chapter of the same work.

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