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Browsing by Author "連城"

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    AN OVERVIEW OF ZETA FUNCTIONS ON HYPERSURFACES OVER FINITE FIELDS AND DWORK'S THEOREM
    (2014) 連城
    We study the Hasse Weil zeta function associated to a hypersurface of dimension n over finite field. The main goal is to give an overview of the proof of Dwork's Theorem. The main ingredients are p-adic analysis, linear algebra, and Weierstrass Preparation Theorem

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