Research

My research area of interest is in special values of L-functions, L-functions in Selberg Class, application of Euler constant to Divisor problems, and Euler-Kronecker constants. I defended my Ph.D thesis on October 3, 2019. My research area of interest is broadly analytic theory of numbers and related areas. In case you are unable to access any of the publications listed below, please feel free to email me.

Journal Articles

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1. A closed-form expression for the Euler–Kronecker constant of a quadratic field
   S. S. Khurana
   The Ramanujan Journal 63 , 507-526 (2024) Link
2. On irrationality criteria for the Ramanujan summation of certain series
   S. S. Khurana
   International Journal of Number Theory 19 (7) , 1571-1587 (2023) Link
3. Zeros of derivatives of L-functions in the Selberg class on Re(s)<1/2
   S. Chaubey, S. S. Khurana, A. I. Suriajaya
   Proc. Amer. Math. Soc. 151 (5) , 1855-1866 (2023) Link
4. A series representation of Euler-Stieltjes constants and an identity of Ramanujan
   T. Chatterjee, S. S. Khurana
   Rocky Mountain J. Math. 52 (1) , 49-64 (2022) Link
5. A note on generalizations of Stieltjes constant
   T. Chatterjee, S. S. Khurana
   J. Ramanujan Math. Soc. 34 (4) , 457-468 (2019) Link
6. Erdosian functions and an identity of Gauss
   T. Chatterjee, S. S. Khurana
   Proc. Japan Acad. Ser. A Math. Sci. 95 (6) , 58-63 (2019) Link
7. Shifted Euler constants and a generalization of Euler-Stieltjes constants
   T. Chatterjee, S. S. Khurana
   J. Number Theory 204 , 185-210 (2019) Link