Some integral using the product of the generalized Zeta function and the H˜ – function

A few Integrals associated with the result of the summed-up Riemann Zeta capability and the H˜-capability of one variable are examined in this work. The meaning of the discoveries in this study comes from the way that they incorporate the H˜-capability, which is adequately broad in nature and equipped for giving a large number of results basically by practicing the boundaries.