SRINIVASA RAMANUJAN IYENGAR
1887-1920
THE MATHEMATICAL GENIUS FROM INDIA
Ramanujan was born on December 22, 1887, at Erode, to
Komalathammal and K. Srinivasa Iyengar, who was an accountant to a cloth
merchant in Kumbakonam. He attended school there and did averagely well. While in
school he came across a book entitled “A synopsis of elementary results in Pure
and Applied Mathematics by George Carr”.
This book is just a compendium of
results on integrals, infinite series and other mathematical entities found in
analysis. Yet it left a lasting impression on Ramanujan; in fact it virtually
determined his mathematical style. He would later write mathematics as a string
of results without proof or with the barest outline of a proof.
After school Ramanujan was hooked on mathematics. He spent
all his time with his head over a slate working with problems in number theory
that interested him and neglected everything else. The result was that he could
never get through another examination. An early marriage as was usual at those
times led to a frantic search for a job to earn an income. He became a clerk in
the Madras Port Trust with help of some well-wishers.
In the meantime Ramanujan kept showing his results to various
people who he thought would be interested or would help him get a job that
would give him a lot of time to do mathematics. He wrote to a couple of well- known
British mathematicians giving a list of the results he had obtained. They ignored
him – thought he was a crank! Finally he wrote to one of the most distinguished
English mathematicians of the time – a person who had done a lot of work on
number theory – G H Hardy. Hardy arranged for Ramanujan to come to Trinity College,
Cambridge where he and Ramanujan met almost daily discussing mathematics for
about three years.
With the help of a friend (Krishna Rao) and a nephew of Dewan
Bahadur Ramachandra Rao, Ramanujan went to Nellore in December 1910. This was
the turning point in Ramanujan’s life.
Though Ramachandra Rao gave him a patient hearing, he took a
few days to look into the Notebooks of Ramanujan. At their fourth meeting, when
Ramanujan confronted Ramachandra Rao with a letter from prof. Saldhana of
Bombay appreciating the genuineness of his work, Ramachandra Rao started to
feel that Ramanujan’s work must be examined in depth by eminent mathematicians.
Ramachandra Rao himself states that Ramanujan led him step-by-step to elliptic integrals
and hyper geometric series and at last to his theory of divergent series not
yet announced to the world. Ramanujan died shortly after at the age of 33.
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