In the
prologue to his book, Kanigel (1991) refers to Ramanujan as a mathematician so
great it transcends jealousies. He further refers to Ramanujan as one superlatively
great mathematician whom India has produced in the last thousand years. But who
is Ramanujan?
Srinivasa
Ramanujan was born on the 22nd December 1887 in Erode, in present-day
Tamil Nadu (India). Born into poverty and brought up according to the customs
and traditions afforded to a Brahmin
Hindu, he was somewhat of a child prodigy. By the age of ten, he was
challenging his teachers in the matters of mathematics. He also exhausted the mathematical knowledge
of two college students who were lodgers at his home. Although he had no formal
training in pure mathematics, he soon developed sophisticated theorems of his
own. He quickly filled reams of notebooks containing his theorems and formulae.
Ramanujan soon began writing to
leading mathematicians at Cambridge University, with samples of his work.
A Cambridge
mathematician named Godfrey Harold Hardy responded to Ramanujan’s letter and
invited him over to Trinity College in Cambridge. Ramanujan spent nearly five
years in Cambridge collaborating with Hardy and another mathematician, John
Edensor Littlewood. He published
twenty-one papers during this period. No doubt, Ramanujan would have found it difficult
to adapt to the cold climate, the western clothes as well as the diet. Hardy’s
and Ramanujan’s collaboration was a clash of cultures, beliefs, and working
styles. While Hardy was an atheist, Ramanujan, a devout Hindu, attributed his
mathematical ability to the gods.
In March
1916, Ramanujan was awarded a Bachelor of Arts by Research degree (the
predecessor of the PhD degree). After many trials and tribulations, he was
elected a Fellow of the Royal Society, the first Indian to hold this honour. He
returned to India where he sadly died of tuberculosis at the young age of 32.
Kanigel
(1991) asserts that even decades after his death, Ramanujan’s theorems are
still being applied in areas such as polymer chemistry, computers, even (it has
recently been suggested) cancer, scarcely imaginable during his lifetime. And
always the nagging question: What might have been, had he been discovered a few
years earlier, or lived a few years longer? (Kanigel, 1991)
This book,
while steeped in historical fact is an excellent read. If you want to know more
about this relatively unknown mathematician, then this book is for you.
Reference
Kanigel, R.
1991. The Man Who Knew Infinity: a life of the genius, Ramanujan, New York: C.
Scribner's.
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