My general research interest includes L functions. Since L functions can be attached to a wide variety of objects, I am drawn to the study of those objects as well. Some of them include, Artin Representations (associated to the Galois group of a Number field), Modular forms (and more generally Automorphic representations), Algebraic curves and varieties. I am fascinated by the various properties of these L functions such as analytic continuation, the growth on various regions and the implications of these results on classical objects such as the distribbution of prime numbers etc. Recently I am being drawn to the study of transcendental nature of special values of these L functions mentioned above. A list of Publications is given below. For reviews on published works, check out my MathSciNet page.

Under Communication

1. "On the zeta function associated to homogeneous polynomials", (joint work with Kalyan Chakraborty),

2. "Non-vanishing of Hecke multiplicative functions",

3. "Equidistribution of signs for restricted coefficients for Hilbert modular forms", (joint work with Rishabh Agnihotri and Kalyan Chakraborty),

4. "Diophantine tuples and quadratic extensions of ℚ", (joint work with Kalyan Chakraborty and Subham Gupta),

5. "Rankin-Selberg L functions in the critical strip", (joint work with Rishabh Agnihotri).