Congruential Euler numbers are defined and their p-adic congruences proven, resolving a Lehmer numbers conjecture while expressing even zeta values via complex analysis.
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$p$-adic Congruencens of Generalized Euler Numbers and Relations to Even Zeta Value
Congruential Euler numbers are defined and their p-adic congruences proven, resolving a Lehmer numbers conjecture while expressing even zeta values via complex analysis.