Add to ORKGWhen Ramanujan died in 1920, he left behind an incomplete, unpublished manu-script in two parts on the partition function p(n) and, in contemporary terminology, Ramanujan’s tau-function τ(n). The first part, beginning with the Roman numeral I, is written on 43 pages, with the last nine comprising material for insertion in th
AbstractThe discovery of some partition function congruences by Ramanujan, and subsequent research m...
Since Ramanujan’s 1987 centennial, much new mathematics has been stimulated by uncanny formulas in R...
Abstract. In 1918, Hardy and Ramanujan wrote their landmark paper deriving the asymptotic formula fo...
AbstractOn page 189 in his lost notebook, Ramanujan recorded five assertions about partitions. Two a...
Abstract. Published with Ramanujan’s lost notebook are several partial manuscripts, some of which ev...
The study into specific properties of the partition function has been a rich topic for number theori...
It is shown that Ramanujan could have proved a special case of his conjecture that his tau function ...
FOR Ramanujan's well-known congruence n = 0, 1, 2,... (1) pertaining to the partition function ...
92 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.In his Lost Notebook, Ramanuja...
In a manuscript of Ramanujan, published with his Lost Notebook [20] there are forty identities invo...
Ankara : The Department of Mathematics and the Institute of Engineering and Science of Bilkent Unive...
self–taught mathematical genius. During the time till he was about 25, he worked away at mathematics...
2Abstract. Eighty years ago, Ramanujan conjectured and proved some striking con-gruences for the par...
115 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.Finally, a new proof of Winqu...
AbstractWe establish several new analogues of Ramanujan's exact partition identities using the theor...
AbstractThe discovery of some partition function congruences by Ramanujan, and subsequent research m...
Since Ramanujan’s 1987 centennial, much new mathematics has been stimulated by uncanny formulas in R...
Abstract. In 1918, Hardy and Ramanujan wrote their landmark paper deriving the asymptotic formula fo...
AbstractOn page 189 in his lost notebook, Ramanujan recorded five assertions about partitions. Two a...
Abstract. Published with Ramanujan’s lost notebook are several partial manuscripts, some of which ev...
The study into specific properties of the partition function has been a rich topic for number theori...
It is shown that Ramanujan could have proved a special case of his conjecture that his tau function ...
FOR Ramanujan's well-known congruence n = 0, 1, 2,... (1) pertaining to the partition function ...
92 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.In his Lost Notebook, Ramanuja...
In a manuscript of Ramanujan, published with his Lost Notebook [20] there are forty identities invo...
Ankara : The Department of Mathematics and the Institute of Engineering and Science of Bilkent Unive...
self–taught mathematical genius. During the time till he was about 25, he worked away at mathematics...
2Abstract. Eighty years ago, Ramanujan conjectured and proved some striking con-gruences for the par...
115 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.Finally, a new proof of Winqu...
AbstractWe establish several new analogues of Ramanujan's exact partition identities using the theor...
AbstractThe discovery of some partition function congruences by Ramanujan, and subsequent research m...
Since Ramanujan’s 1987 centennial, much new mathematics has been stimulated by uncanny formulas in R...
Abstract. In 1918, Hardy and Ramanujan wrote their landmark paper deriving the asymptotic formula fo...
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