Abstract
The approach used in this paper is inspired by a very precise crucial fact: prior to examining the zeroes of the zeta function, it is imperative that the function be put into its symmetrical form. In our continuous frame, the logical starting point would be to normalize the Riemann zeta function with respect to the gamma factor. It reveals the symmetry of the function much clearer, making it possible to reflect the theta part precisely. The symmetric context is used here to examine the regularized infinite products through the process of analyzing the regularized finite products across the critical line.
