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- W1531148201 abstract "In this paper, we define the p-adic Euler L-functions us- ing the fermionic p-adic integral on Zp. By computing the values of the p-adic Euler L-functions at negative integers, we show that for Dirich- let characters with odd conductor, this definition is equivalent to the previous definition in (8) following Kubata-Leopoldt and Washington's approach. We also study the behavior of p-adic Euler L-functions at positive integers. An interesting thing is that most of the results in Sec- tion 11.3.3 of Cohen's book (3) are also established if we replace the generalized Bernoulli numbers with the generalized Euler numbers." @default.
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- W1531148201 date "2010-10-21" @default.
- W1531148201 modified "2023-10-18" @default.
- W1531148201 title "ON p-ADIC EULER L-FUNCTIONS" @default.
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