31 citations · 100 across the 28 of their papers we have counts for
30 papers
Beyond the square-root barrier: cubic forms of Perazzo type
Tim Browning, Ritabrata Munshi, Victor Y. Wang
We show how the circle method can be used to study rational points on a certain cubic fourfold, going beyond the square-root barrier.
Sub-Weyl bound for via trivial delta
Roman Holowinsky, Ritabrata Munshi, Prahlad Sharma +1
For a form , we obtain the sub-Weyl bound \begin{equation*} L(1/2+it,f)\ll_{f,\varepsilon} t^{1/3-δ+\varepsilon}, \end{equation*} where , thereby cro…
Subconvexity for Symmetric Square L-functions off-centre
Mayukh Dasaratharaman, Ritabrata Munshi
Let be a prime. Let be a holomorphic modular form of level with trivial nebentypus. We prove the bound $L\left(\text{sym}^2f, \frac{1}{2} + it\right) \ll_{f,ε} p^{1/2+ε…
Short second moment bound and Subconvexity for GL(3) -functions
Keshav Aggarwal, Wing Hong Leung, Ritabrata Munshi
Let be a Hecke cusp form for . We bound the second moment average of over a short interval to obtain the subconvexity estimate $$ L(1/2+it,…
Beyond the Weyl barrier for exponential sums
Roman Holowinsky, Ritabrata Munshi, Zhi Qi
In this paper, we use the Bessel -method, along with new variants of the van der Corput method in two dimensions, to prove non-trivial bounds for exponential su…
Sub-convexity bound for -functions: Hybrid level aspect
Sumit Kumar, Ritabrata Munshi, Saurabh Kumar Singh
Let be a Hecke-Maass cusp form of prime level and let be a Hecke-Maass cuspform of prime level . In this article, we will prove a subconvex bou…