By this, I mean, for example, arithmetic progression implied by Riemann zeta function. Are there any resources talking about this topic in general?
Moreover, Weil's theorem says that the zeta function of a variety is rational, making it possible to compute the zeta function. Are there any versions of L-functions easy for computation? Are the values of equivalent importance at every point? Are there any general strategies for computing values of L-function?
Are there any recent papers on the computation of L-functions and arithmetic information implied by values of it?
