Tau and Lambda graphics

The Riemann hypothesis has several equivalent forms, as described by J. Keiper in "Power series expansions of Riemann's ζ function" Mathematics of Computation, 1992 (p765-773).  Both and (denoted lamda(k) and tau(k)) are coefficients of power series having the property that their radius of convergence is 1 iff the Riemann hypothesis holds true.  Below is some numerical evidence for the RH, where lambda(k) and tau(k) are computed from our computations of the Stieltjes constants

Computed by Rick Kreminski    November 2003