合同ゼータ関数
1. Local zeta-functionIn number theory, a local zeta-function Z(t) is a function whose logarithmic derivative is a generating function for the number of solutions of a set of equations defined over a finite field F, in extension fields Fk of F.
Read “Local zeta-function” on English Wikipedia
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Read “Local zeta-function” on English Wikipedia
Read “合同ゼータ関数” on Japanese Wikipedia
Read “Local zeta-function” on DBpedia
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