Multiple p-adic L-function |
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Authors: | T. Kim |
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Affiliation: | (1) Institute of Science Education, Kongju National University, Kongju, 314-701, S. Korea |
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Abstract: | An analytic function interpolating the multiple generalized Bernoulli numbers attached to a primitive Dirichlet character X at negative integers in the complex plane is studied. The multiple p-adic L-function is constructed as the p-adic analog of the above function. Finally, the values of the partial derivative of this multiple p-adic L-function at s = 0 are given. Dedicated to the memory of Boris Moiseevich Levitan |
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