Some general Hurwitz-Lerch type Zeta functions associated with the Srivastava-Daoust multiple hypergeometric functions
H. M. Srivastava, R. S. Chandel, Hemant Kumar, M Abramowitz, I Stegun, H Srivastava, H Srivastava, H Srivastava, M Daoust, H Srivastava, M Daoust, H Srivastava, M Daoust, H Kumar, H Kumar, R Chandel, R, H Srivastava, R Panda, M Pathan, H Kumar, R Singh Chandel, H Kumar, H Kumar, H Kumar, R Singh, Chandel, V Adamchik, H Srivastava, J Choi, D Jang, H Srivastava, O Daman, M Pathan, P Gupta, R Gupta, S.-H Ong, H Srivastava, S.-D Lin, H Srivastava, S.-D Lin, H Srivastava, P.-Y Wang, H Srivastava, H Srivastava, A Attiya, H Srivastava, S Gaboury, B.-J Fugre, H Srivastava, N Jolly, M Bansal, R Jain, H Srivastava, R Saxena, T Pogny, R Saxena, E Wright, H Srivastava, H Srivastava, H Srivastava, N Hi, O Marichev, H Srivastava, K Matsumoto, J Choi, R ahin, O Yaci, D Kim, J Choi, R Parmar, H Srivastava, R ahin, O Yaci
Abstract
In this paper, we introduce and investigate various properties and relations involving some general families of double and multiple Hurwitz-Lerch type zeta functions which are associated with the Srivastava-Daoust class of hypergeometric functions in two and more variables. Relevant connections with other (known or new) results for functions of the analytic number theory are also considered.