# Collected Papers of Srinivasa Ramanujan

@article{LittlewoodCollectedPO, title={Collected Papers of Srinivasa Ramanujan}, author={John Edensor Littlewood}, journal={Nature}, volume={123}, pages={631-633} }

RAMANUJAN was born in India in December 1887, came to Trinity College, Cambridge, in April 1914, was ill from May 1917 onwards, returned to India in February 1919, and died in April 1920. He was a fellow of Trinity and a fellow of the Royal Society.Collected Papers of Srinivasa Ramanujan.Edited by G. H. Hardy P. V. Seshu Aiyar B. M. Wilson. Pp. xxxvi + 355. (Cambridge: At the University Press, 1927.) 30s. net.

## 129 Citations

The Life and Lasting Influence of Srinivasa Ramanujan

- Mathematics
- 2012

Srinivasa Ramanujan was a self-taught mathematical genius, born in 1887 in India. In the short span of 32 years, he attained great distinction. Ramanujan's theorems, questions, and solutions and the…

Srinivasa Ramanujan (1887‐1920) A centennial tribute

- Mathematics
- 1987

This centennial tribute commemorates Ramanujan the man and Ramanujan the mathematician. A brief account of his remarkable mathematical contributions is presented to describe the great talent of…

About the cover: Ramanujan in bronze

- Art
- 2016

Srinivasa Ramanujan’s name is one of the best known in the history of mathematics. The romantic story of someone born into a family of modest means, raised in a small city in southern india, and who…

Life and work of the mathemagician Srinivasa Ramanujan

- Mathematics
- 2000

The Life of Srinivasa Ramanujan (1887 - 1920), the renowned Indian Mathematician, is presented, in this the first of a series of lectures, delivered at the Indian Institute for Advanced Study, Shimla.

The mathematical creativity of Ramanujan FRS (1887–1920)

- ArtJournal of Genius and Eminence
- 2020

The occasion of the centenary of his death provides a poignant opportunity to reflect on the mathematical creativity of Ramanujan, on the cultural and social milieu in which he grew up, and on the…

Computation of three theorems of Srinivasa Ramanujan associated with definite integrals connected with Gauss sums

- Mathematics
- 2020

In this paper, we have analysed numerically and graphically the three doubtful theorems of Srinivasa Ramanujan without giving any analytical proofs [Mess.Math., XLIV, pp. 75-86, 1915; p.75, eqns(3…

On Entry II.16.12: A continued fraction of Ramanujan

- MathematicsInternational Journal of Number Theory
- 2020

We study a continued fraction due to Ramanujan, that he recorded as Entry 12 in Chapter 16 of his second notebook. It is presented in Part III of Berndt’s volumes on Ramanujan’s notebooks. We give…

Notes on the Riemann Hypothesis

- Mathematics
- 2017

These notes were written from a series of lectures given in March 2010 at the Universidad Complutense of Madrid and then in Barcelona for the centennial anniversary of the Spanish Mathematical…

Generalization of a Ramanujan Identity

- MathematicsAm. Math. Mon.
- 2020

This work would like to give a possible answer to Berndt's question whether Ramanujan’s identity is an isolated result, or if there are other identities of this type.

Ramanujan-type formulae for 1/pi: a second wind?

- Mathematics
- 2008

In 1914 S. Ramanujan recorded a list of 17 series for 1=…. We survey the methods of proofs of Ramanujan’s formulae and indicate recently discovered generalisations, some of which are not yet proven.…