Babita

collaborators

2 papers

math.NT2024

An asymptotic expansion for a Lambert series associated to Siegel cusp forms of degree $n$

Babita, Abhash Kumar Jha, Bibekananda Maji +1

Utilizing inverse Mellin transform of the symmetric square $L$ -function attached to Ramanujan tau function, Hafner and Stopple proved a conjecture of Zagier, which states that the…

math.NT2023

An asymptotic expansion for a Lambert series associated to Siegel cusp forms

Babita, Abhash Kumar Jha, Abhishek Juyal +1

In 2000, Hafner and Stopple proved a conjecture of Zagier which states that the constant term of the automorphic function $∣Δ (x + i y) ∣^{2}$ i.e., the Lambert series $\sum_{n=1}^\infty…

An asymptotic expansion for a Lambert series associated to Siegel cusp forms of degree n

An asymptotic expansion for a Lambert series associated to Siegel cusp forms

An asymptotic expansion for a Lambert series associated to Siegel cusp forms of degree $n$