Explicit identities on zeta values over imaginary quadratic fields by Banerjee S., Kumar R. Advances in Applied Mathematics 166 - (2025)
A note on odd zeta values over any number field and extended Eisenstein series by Banerjee S., Gupta R., Kumar R. Journal of Mathematical Analysis and Applications 531 - (2024)
Lambert series of logarithm, the derivative of Deninger s function R(z), and a mean value theorem for zeta(1/2 - it) zeta'(1/2 + it) by Banerjee S., Dixit A. , Gupta S. Canadian Journal of Mathematics - (2024)
On a conjecture of Sun about sums of restricted squares by Banerjee S. Journal of Number Theory 256 253-289 (2024)
Equivalent criterion for the grand Riemann hypothesis associated to Maass cusp forms by Banerjee S., Kumar R. Proceedings of the Royal Society of Edinburgh: Section A Mathematics - (2023)
Explicit transformations for generalized Lambert series associated with the divisor function and their applications by Banerjee S., Dixit A. , Gupta S. Research in the Mathematical Sciences 10 - (2023)
Finiteness theorems for universal sums of squares of almost primes by Banerjee S., Kane B. Transactions of the American Mathematical Society 375 7669-7714 (2022)
Piltz divisor problem over number fields à la Voronoï by Banerjee S. Proceedings of the American Mathematical Society 149 1025-1038 (2021)
An analogue of Wilton's formula and values of Dedekind zeta functions by Banerjee S., Chakraborty K. , Azizul . Journal of Mathematical Analysis and Applications 495 - (2021)
Fermat's polygonal number theorem for repeated generalized polygonal numbers by Banerjee S., Batavia M. , Kane B. , Kyranbay M. , Park D. , Saha S. , So H. C., Varyani P. Journal of Number Theory 220 163-181 (2021)
Signs of Fourier coefficients of cusp form at sum of two squares by Banerjee S., Pandey M. K. Indian Academy of Sciences. Proceedings. Mathematical Sciences 130 - (2020)
Asymptotic behaviour of a Lambert series à la Zagier: Maass case by Banerjee S., Chakraborty K. Ramanujan Journal 48 567-575 (2019)
Convolution formula as a Stieltjes resultant by Banerjee S., Kanemitsu S. Kyushu Journal of Mathematics 72 429-439 (2018)
A note on signs of Fourier coefficients of two cusp forms by Banerjee S. Indian Academy of Sciences. Proceedings. Mathematical Sciences 128 - (2018)
On the product of Hurwitz zeta-functions by Wang N. L., Banerjee S. Japan Academy. Proceedings. Series A. Mathematical Sciences 93 31-36 (2017)
