ON A p-ADIC ANALOGUE OF k-PLE RIEMANN ZETA FUNCTION
2012
In this paper, we construct a p-adic analogue of multiple Riemann zeta values and express their values at non-positive integers. In particular, we obtain a new congruence of the higher order Frobenius- Euler numbers and the Kummer congruences for the Bernoulli numbers as a corollary.
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