Add to ORKGAbstract. Published with Ramanujan’s lost notebook are several partial manuscripts, some of which evidently were intended to be portions of papers that were published by him. In the present paper, we provide a brief survey of the latter partial manuscripts, accompanied by speculation on why Ramanujan never included them in his papers. In the last half of this paper, we examine one particular entry that was clearly originally contem-plated for his paper, On certain trigonometric sums and their applications in the theory of numbers. We offer a proof for a more precise rendition of Ramanujan’s claim
. In his first two letters to G. H. Hardy and in his notebooks, Ramanujan recorded many theorems abo...
Since Ramanujan’s 1987 centennial, much new mathematics has been stimulated by uncanny formulas in R...
In his famous paper, «On certain arithmetical functions», Ramanujan offers for the first time the Eu...
When Ramanujan’s lost notebook (Ramanujan, The lost notebook and other unpublished papers, Narosa, N...
self–taught mathematical genius. During the time till he was about 25, he worked away at mathematics...
10.1016/j.jcta.2004.06.013Journal of Combinatorial Theory. Series A109191-120JCBT
Throughout history most famous mathematicians were educated at renowned centers of learning and were...
AbstractA survey of many theorems on the Rogers–Ramanujan continued fraction is provided. Emphasis i...
When Ramanujan died in 1920, he left behind an incomplete, unpublished manu-script in two parts on t...
Abstract.In this note, we shall give a brief survey of the results thatare found in Ramanujan’s Lost...
This book contains essays on Ramanujan and his work that were written especially for this volume. It...
Two entries of bilateral sums in Ramanujan’s lost notebook are confirmed by means of Dougall’s bilat...
Abstract. Combinatorial proofs are given for certain entries in Ramanujan’s lost notebook. Bijection
Pages 219–227 in the volume [15] containing Ramanujan’s lost notebook are devoted to material “Copie...
Abstract. Some entries on both finite and infinite Rogers–Ramanujan continued frac-tions in the lost...
. In his first two letters to G. H. Hardy and in his notebooks, Ramanujan recorded many theorems abo...
Since Ramanujan’s 1987 centennial, much new mathematics has been stimulated by uncanny formulas in R...
In his famous paper, «On certain arithmetical functions», Ramanujan offers for the first time the Eu...
When Ramanujan’s lost notebook (Ramanujan, The lost notebook and other unpublished papers, Narosa, N...
self–taught mathematical genius. During the time till he was about 25, he worked away at mathematics...
10.1016/j.jcta.2004.06.013Journal of Combinatorial Theory. Series A109191-120JCBT
Throughout history most famous mathematicians were educated at renowned centers of learning and were...
AbstractA survey of many theorems on the Rogers–Ramanujan continued fraction is provided. Emphasis i...
When Ramanujan died in 1920, he left behind an incomplete, unpublished manu-script in two parts on t...
Abstract.In this note, we shall give a brief survey of the results thatare found in Ramanujan’s Lost...
This book contains essays on Ramanujan and his work that were written especially for this volume. It...
Two entries of bilateral sums in Ramanujan’s lost notebook are confirmed by means of Dougall’s bilat...
Abstract. Combinatorial proofs are given for certain entries in Ramanujan’s lost notebook. Bijection
Pages 219–227 in the volume [15] containing Ramanujan’s lost notebook are devoted to material “Copie...
Abstract. Some entries on both finite and infinite Rogers–Ramanujan continued frac-tions in the lost...
. In his first two letters to G. H. Hardy and in his notebooks, Ramanujan recorded many theorems abo...
Since Ramanujan’s 1987 centennial, much new mathematics has been stimulated by uncanny formulas in R...
In his famous paper, «On certain arithmetical functions», Ramanujan offers for the first time the Eu...