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A Note on the q-Euler Measures
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DOI：10.1155/2009/956910.png)
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Abstract
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Properties of q-extensions of Euler numbers and polynomials which generalize those satisfied by E-k and E-k(x) are used to construct q-extensions of p-adic Euler measures and define p-adic q-l-series which interpolate q-Euler numbers at negative integers. Finally, we give Kummer Congruence for the q-extension of ordinary Euler numbers. Copyright (C) 2009 Taekyun Kim et al.
Keywords:
Q-BERNOULLI NUMBERS
Q-ANALOG
POLYNOMIALS
BACTERIAL
SYMMETRY
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