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PINGALA 300-200 BCE18 Aug, 2014
A musicologist and linguist, Pingala was deeply
interested in prosody from which sprung some
intuitive mathematical ideas like Pascal's Triangle.
Pingala was the first to use the zero as a notational
symbol, although its use as a numerical value came
about six or seven centuries later.
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ARYABHATA I 476-550 CE18 Aug, 2014
There are several Aryabhatas in Indian mathematical
history, the first of which is an Indian Euclid of sorts.
His book, Aryabhatiya, consolidated many prior
achievements into a small book, which containedinstructions for calculations.
He made some original contributions in trigonometry
and calculated the value of Pi to four decimal places.
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BRAHMAGUPTA 598-67018 Aug, 2014
One ofIndia's greatest mathematicians,
Brahmagupta's crowning achievement is a general
solution to what is now known as Pell's Equation,
which was a major advance in number theory.
Brahmagupta was the first mathematician to give
rules for computing with zero, some of which were
wrong.
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BHASKARA II 1114-118518 Aug, 2014
Continued Brahmagupta's work and filled many gaps
in it. He understood division by zero better than
Brahmagupta, and his work gives the first inkling of
the concept of infinity. Understood negative numberswell.
His book, Lilavati, is considered the most important
treatise in medieval Indian mathematics.
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SRINIVASA RAMANUJAN 1887-192018 Aug, 2014
Ramanujan isIndia's best mathematician ever. His
main contributions are to the theory of numbers and
mathematical analysis. His discoveries on continued
fractions were astonishing, and his notebooks containover 3,000 mathematical results.
His name is associated with some of them like the
Ramanujan prime and Ramanujan theta function.
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HARISH CHANDRA 1923-198318 Aug, 2014
Chandra began his career as a physicist studying
with Homi Bhabha and then under the celebrated
Paul Dirac, whom he is supposed to have seen once
in a term.
He went to Princeton as Dirac's assistant, switched
his field to mathematics, & made fundamental
contributions to the subject of representation theory.
Could have won the Fields Medal except for bad luck.
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