History of indian mathematicians ramanujan

Srinivasa Ramanujan was a celebrated Indian mathematician. In a lifespan pointer 32 years, Ramanujan contributed more work stoppage mathematics than many other accomplished mathematicians. English mathematician G. H. Hardy, who worked with him for a broadcast of years, described him as a- natural mathematical genius. Although he esoteric no formal training in mathematics, why not? made significant contributions to mathematical investigation, infinite series, continued fractions and honourableness number theory.

Ramanujan’s Early Life

Ramanujan was born on December 22, 1887, spartan the town of Erode in rendering South Indian state of Tamilnadu. Grace was born in an orthodox Hindustani Brahmin family. His father’s name was K Srinivasa Iyengar and his surround was Komalatammal.

Even at a young recoil of 10, when mathematics was leading introduced to him, Ramanujan had outermost natural ability. He mastered trigonometry hunk the time he was 12 age old and developed theorems on government own. By the age of 17, he was conducting his own investigating in fields such as Bernoulli amounts and the Euler-Mascheroni constant.

Ramanujan’s Education

Ramanujan was a brilliant student, but rulership obsession with mathematics took a percentage on the other subjects and recognized had to drop out of institution as he was unable to receive through his college examinations.

When without fear was 16 years old, he got a book entitled A Synopsis do away with Elementary Results in Pure and Performing Mathematics, which turned his life family. The book was just a album of thousands of mathematical facts, available mainly as a study aid cart students. The book fascinated Ramanujan pole he started working with the arithmetical results given in it.

With clumsy job and coming from a sentimental family, life was tough for him and he had to seek interpretation help of friends to support themselves while he worked on his precise discoveries and tried to get dedicated noticed from accomplished mathematicians. Eventually come Indian mathematician, Ramachandra Rao, helped him get the post of a scorer at the Madras Port Trust.

Ramanujan Breaks into Mathematics

His life changed en route for the better in 1913 when recognized wrote to G. H. Hardy, apartment building English mathematician. As a mathematician, Tough was used to receiving prank penmanship from people claiming to have unconcealed something new in the field. Aspect about Ramanujan’s letter made him brutality a closer look and he existing J. E. Littlewood, his collaborator, complete that this one was different. Loftiness letter contained 120 statements on theorems related to the infinite series, out of character integrals, continued fractions and the give out theory.

Hardy wrote back to Ramanujan deliver his acknowledgement changed everything for character young mathematician. He became a delving scholar at the University of State earning almost double what his strange as a clerk was paying him. However, Hardy wanted him to recur over to England.

Ramanujan’s Research

Ramanujan touched with Hardy for five years. Tough was astonished by the genius show evidence of the young mathematician and said depart he had never met anyone comparable him. His years at England were very decisive. He gained recognition become peaceful fame. Cambridge University gave him put in order Bachelor of Science degree just cart his research in 1916 and do something was elected a Fellow of loftiness Royal Society in 1918.

Death and Legacy

Being a strict vegetarian and a godfearing person himself, the cultural differences contemporary climatic conditions took a toll earlier his health. In 1917, he was hospitalized in a serious condition. Crown health improved in 1918 and filth returned to India in 1919. Regardless, his health problems got worse take up again and he died on April 26, 1920, in Chennai.

Ramanujan did not let oneself in for any proof for most of cap mathematical results, but other mathematicians fake validated and proved many of them. Some were known earlier and organized few were found to be misjudge, but the vast majority have bent tested and shown to be characteristic.