activity
20052023
most citedDirichlet's Theorem in function fields

19 citations · 123 across the 41 of their papers we have counts for

collaborators

52 papers

math.DS2023

Rectangular shrinking targets for actions on tori: well and badly approximable systems

Victor Beresnevich, Shreyasi Datta, Anish Ghosh +1

In this paper we investigate the shrinking target property for irrational rotations. This was first studied by Kurzweil (1951) and has received considerable interest of late. Using…

math.NT2023★ 1 cited

Bad is null

Victor Beresnevich, Shreyasi Datta, Anish Ghosh +1

In this paper we develop a general framework of badly approximable points in a metric space equipped with a -finite doubling Borel regular measure . We establish that und…

math.NT2023

Two Central limit theorems in Diophantine approximation

Gaurav Aggarwal, Anish Ghosh

We prove central limit theorems for Diophantine approximations with congruence conditions and for inhomogeneous Diophantine approximations following the approach of Björklund and G…

math.NT2022

Good functions, measures, and the Kleinbock-Tomanov conjecture

Victor Beresnevich, Shreyasi Datta, Anish Ghosh

In this paper we prove a conjecture of Kleinbock and Tomanov \cite[Conjecture~FP]{KT} on Diophantine properties of a large class of fractal measures on . More gener…

math.NT2022★ 1 cited

Exact approximation order and well-distributed sets

Prasuna Bandi, Anish Ghosh, Debanjan Nandi

We prove that for any proper metric space and a function from a suitable class of approximation functions, the Hausdorff dimensions of the set $W_ψ(…

math.NT2021★ 2 cited

Some new results in quantitative Diophantine approximation

Anish Ghosh, V. Vinay Kumaraswamy

In this article we establish two new results on quantitative Diophantine approximation for one-parameter families of diagonal ternary indefinite forms. In the first result, we cons…