ON VALUES OF THE RIEMANN ZETA FUNCTION AT INTEGRAL ARGUMENTS

For each nonnegative integer r, [GRAPHICS] is represented by a multiple series which is expressed in terms of rational numbers and the special values of the zeta function zeta-(2h),h = 1,2,.... Thus, the set {zeta-(2h)\h = 1,2,...} serves a kind of basis for expressing all of the values zeta-(s),s = 2,3,....