Modular Forms and Related Topics in Number Theory

<div>V. K. Adersh, On vanishing of Hecke operators.- S. D. Adhikari, B. Roy, and S. Sarkar, On a polynomial method of Rónyai in the study of zero-sum theorems.- B. Balasubramanyam, E. Ghate and R. Vangala, p-adic Asai L-functions attached to Bianchi cusp forms.- S. Böcherer, Arithmetic properties of vector-valued Siegel modular forms.- S. Das, Omega results for Fourier coefficients of half-integral weight and Siegel modular forms.- A. Hauffe-Waschbusch and A. Krieg, On Hecke theory for Hermitian modular forms.- B. Heim and M. Neuhauser, Sign Changes of the Ramanujan τ-function.- A. Kar and M. Ram Murty, The Central Limit Theorem in Algebra and Number Theory.- A. Kumar and J. Meher, Rankin-Cohen brackets and identities among&nbsp;eigenforms II.- M. Kumari and B. Sahu, Rankin-Cohen type operators for Hilbert-Jacobi forms.- M. K. Pandey and B. Ramakrishnan, Determining modular forms of half-integral weight by central values of convolution L-functions.- B. Ramakrishnan, B. Sahu and A. K. Singh, On the number of representations of a natural number by certain quaternary quadratic forms.- V. P. Ramesh, M. Makeshwari, M. Prithvi and R. Thatchaayini, Identities from Partition of the Symmetric group&nbsp;Sn.- M. M. Sreejith, A certain kernel function for L-values of half-integral weight Hecke eigenforms.- S. Kotyada and S. Muthukrishnan, On admissible set of primes in real quadratic fields.s.</div><p></p>