Add to ORKGFOR Ramanujan's well-known congruence n = 0, 1, 2,... (1) pertaining to the partition function p(-), a simple and interesting proof has been given by Ramanujan himself in pages 252-253 of [8] via th
Various topics related to the work of Ramanujan are discussed in this thesis. In Chapter 2, we give ...
AbstractWe show that certain modular equations and theta function identities of Ramanujan imply eleg...
AbstractWe establish several new analogues of Ramanujan's exact partition identities using the theor...
The study into specific properties of the partition function has been a rich topic for number theori...
AbstractOn page 189 in his lost notebook, Ramanujan recorded five assertions about partitions. Two a...
2Abstract. Eighty years ago, Ramanujan conjectured and proved some striking con-gruences for the par...
AbstractUsing elementary methods, we establish several new Ramanujan type identities and congruences...
AbstractThe discovery of some partition function congruences by Ramanujan, and subsequent research m...
The partition function, p(n), for a positive integer n is the number of non-increasing se-quences of...
Part of the Number Theory Commons This Article is brought to you for free and open access by the Mat...
Ramanujan's unpublished manuscripts which came to light recently show that he had made significant a...
AbstractOn page 189 in his lost notebook, Ramanujan recorded five assertions about partitions. Two a...
AbstractA famous identity of Ramanujan connected with partitions modulo 5 is shown to be equivalent ...
In his work with the partition function, Ramanujan observed several congru-ences of the form p(An + ...
A partition of a positive integer n is any non-increasing sequence of positive integers whose sum is...
Various topics related to the work of Ramanujan are discussed in this thesis. In Chapter 2, we give ...
AbstractWe show that certain modular equations and theta function identities of Ramanujan imply eleg...
AbstractWe establish several new analogues of Ramanujan's exact partition identities using the theor...
The study into specific properties of the partition function has been a rich topic for number theori...
AbstractOn page 189 in his lost notebook, Ramanujan recorded five assertions about partitions. Two a...
2Abstract. Eighty years ago, Ramanujan conjectured and proved some striking con-gruences for the par...
AbstractUsing elementary methods, we establish several new Ramanujan type identities and congruences...
AbstractThe discovery of some partition function congruences by Ramanujan, and subsequent research m...
The partition function, p(n), for a positive integer n is the number of non-increasing se-quences of...
Part of the Number Theory Commons This Article is brought to you for free and open access by the Mat...
Ramanujan's unpublished manuscripts which came to light recently show that he had made significant a...
AbstractOn page 189 in his lost notebook, Ramanujan recorded five assertions about partitions. Two a...
AbstractA famous identity of Ramanujan connected with partitions modulo 5 is shown to be equivalent ...
In his work with the partition function, Ramanujan observed several congru-ences of the form p(An + ...
A partition of a positive integer n is any non-increasing sequence of positive integers whose sum is...
Various topics related to the work of Ramanujan are discussed in this thesis. In Chapter 2, we give ...
AbstractWe show that certain modular equations and theta function identities of Ramanujan imply eleg...
AbstractWe establish several new analogues of Ramanujan's exact partition identities using the theor...