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L-Functions of Algebraic Function Fields defined by y2=x5+a over GF(p)

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Title: L-Functions of Algebraic Function Fields defined by y2=x5+a over GF(p)
Authors: Washio, Tadashi
Issue Date: 28-Feb-1983
Publisher: 長崎大学教育学部
Citation: 長崎大学教育学部自然科学研究報告. vol.34, p.15-19; 1983
Abstract: Let K=F(x, y) be an algebraic function field over a finite prime field F defined by an equation y2=x5 + a (a≠0, a∈F). Then, under the assumption p≡1 mod 5, the L-function of K is computed by relating it to the Hasse-Witt matrix of K.
URI: http://hdl.handle.net/10069/32560
ISSN: 0386443X
Type: Departmental Bulletin Paper
Text Version: publisher
Appears in Collections:No. 34

Citable URI : http://hdl.handle.net/10069/32560

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