Last Updated:2025/12/04

In the study of arithmetic geometry, Frobenius endomorphisms act on the cohomology groups of varieties over finite fields and reveal deep information about their zeta functions.

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In the study of arithmetic geometry, Frobenius endomorphisms act on the cohomology groups of varieties over finite fields and reveal deep information about their zeta functions.

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算術幾何学の研究では、フロベニウスの自己準同型が有限体上の代数多様体のコホモロジー群に作用し、それらのゼータ関数について深い情報を明らかにする。

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