Titlebook: Ramanujan‘s Place in the World of Mathematics; Essays Providing a C Krishnaswami Alladi Book 2021Latest edition Springer Nature Singapore P

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Ramanujan: An Estimationty and hardships. Ramanujan’s accomplishments are compared with those of certain mathematical luminaries who in their own way faced tremendous difficulties in life, yet made revolutionary contributions.

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Ramanujan: The Second Centurythematicians of subsequent generations. This article describes how Ramanujan’s results and ideas will continue to influence research in the century following his centenary in areas such as mock theta functions, congruences for partition functions and coefficients of modular forms, .-hypergeometric i

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P.A. MacMahon: Ramanujan’s Distinguished Contemporaryicance of the Rogers–Ramanujan identities that neither Rogers nor Ramanujan emphasized. This article describes MacMahon’s life as a Major in the British Army stationed in India and later as an assistant to G.H. Hardy of Cambridge University. MacMahon’s mathematical connections with Ramanujan are not

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J.J. Sylvester: Ramanujan’s Illustrious Predecessor the subject, and J.J. Sylvester, who in the latter part of the nineteenth century, systematically improved Euler’s results on partitions by a combinatorial approach. After describing the unusual life of Sylvester first at Cambridge University, England and later at Johns Hopkins University, USA, the

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Erdös and Ramanujan: Legends of Twentieth Century Mathematicses the unusual itinerant life of Erdös, his idiosyncrasies, and his life’s mission to spot budding young mathematicians and encourage them. Erdös was inspired by Ramanujan’s work on prime numbers and arithmetical functions. The origins of probabilistic number theory founded by Erdös and Marc Kac in

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