Conjugate Gradient Type Methods for Ill-Posed Problems

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Discovery of Series Formula for π (c. 1500) ♪ Ranjan Roy says that although the series formula appears in Tantrasangraha, "it is not completely clear who the discoverer of these series was.� In the Aryabhatiyabhasya, a work on astronomy, Nilakantha attributes the series for sine to mathematician Madhava (1340-1425). The insistence that infinitesimals obey precisely the same algebraic rules as finite quantities forced Leibniz and the defenders of his differential calculus into treating infinitesimals, in the presence of finite quantities, as if they were zeros, so that, for example, x + dx is treated as if it were the same as x.

Pages: 144

Publisher: Chapman and Hall/CRC (April 26, 1995)

ISBN: 0582273706

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