Srinivasa Ramanujan

Indian mathematician (1887–1920)

  • Fame73.4
  • Momentum8.3
  • India rank#114
Source-basedRising
  • Fame73.4
  • Momentum8.3
  • India rank#114
  • Academics rank#97
  • Wikipedia172.2K
Lived 1887–1920, aged 33India
  • Wikipedia
    96 languages
    Cross-language footprint
  • Rank in India
    #114
    Academics
  • Era
    1887–1920
    Aged 33
  • Awards
    2
    recognised works
Summary
Updated 2026-08-27

A self-taught mathematician in early 1900s India who filled notebooks with theorems so strange that experts dismissed them — until G. H. Hardy saw pages that "defeated me completely; I had never seen anything in the least like them before."

Biography

About

Srinivasa Ramanujan developed his mathematical research alone, producing work too novel and unfamiliar for most professionals to recognize. In 1913 he wrote to G. H. Hardy at Cambridge, who saw the theorems as extraordinary and brought him to England. Over his short career Ramanujan compiled nearly 3,900 results — identities, equations, partition formulae, mock theta functions — many opening entire new areas of mathematics. He became one of the youngest Fellows of the Royal Society and the first Indian Fellow of Trinity College. Illness forced his return to India in 1919; he died the next year…

Voice

In their own words

Sourced, dated quotes from Srinivasa Ramanujan

Srinivasa Ramanujan
said
I beg to introduce myself to you as a clerk in the Accounts Department of the Port Trust Office at Madras...
Letter to G. H. Hardy, (16 January 1913), published in Ramanujan: Letters and Commentary American Mathematical Society (1995) History of
Srinivasa Ramanujan
saidundated
Sir, an equation has no meaning for me unless it expresses a thought of GOD.
Statement to a friend, quoted in Ramanujan, the Man and the Mathematician (1967) by Shiyali Ramamrita Ranganathan, p. 88
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By the numbers

Score breakdown

The six component signals behind the Fame score, and their ranks across the leaderboards.

Fame
Rising
73.4
Composite of search demand, mentions, audience & graph footprint.
Score components
Momentum8.3
Historical30.2
Now attention47.2
Source confidence60.0
Completeness70.0
Receipts

Sources

  • Wikidata
    wikidata · wikidata.org
    High confidence
  • Wikipedia
    wikipedia · en.wikipedia.org
    High confidence
  • Pantheon 2.0
    database · pantheon.world
    High confidence