55 citations · 121 across the 40 of their papers we have counts for
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A new Ramanujan-type identity for
Shashi Chourasiya, Md Kashif Jamal, Bibekananda Maji
One of the celebrated formulas of Ramanujan is about odd zeta values, which has been studied by many mathematicians over the years. A notable extension was given by Grosswald in 19…
A refinement of a result of Andrews and Newman on the sum of minimal excludants
Nayandeep Deka Baruah, Subhash Chand Bhoria, Pramod Eyyunni +1
In this article, we refine a result of Andrews and Newman, that is, the sum of minimal excludants over all the partitions of a number equals the number of partitions of int…
An asymptotic expansion for a twisted Lambert series associated to a cusp form and the Möbius function: level aspect
Bibekananda Maji, Sumukha Sathyanarayana, B. R. Shankar
Recently, Juyal, Maji, and Sathyanarayana have studied a Lambert series associated with a cusp form over the full modular group and the Möbius function. In this paper, we investiga…
On Ramanujan's formula for and
Anushree Gupta, Bibekananda Maji
Page 332 of Ramanujan's Lost Notebook contains a compelling identity for , which has been studied by many mathematicians over the years. On the same page, Ramanujan also re…
An asymptotic expansion for a Lambert series associated to the symmetric square -function
Abhishek Juyal, Bibekananda Maji, Sumukha Sathyanarayana
Hafner and Stopple proved a conjecture of Zagier, that the inverse Mellin transform of the symmetric square -function associated to the Ramanujan tau function has an asymptotic…
Minimal excludant over partitions into distinct parts
Prabh Simrat Kaur, Subhash Chand Bhoria, Pramod Eyyunni +1
The average size of the "smallest gap" of a partition was studied by Grabner and Knopfmacher in 2006. Recently, Andrews and Newman, motivated by the work of Fraenkel and Peled, stu…