On rational points of curves of genus 3 over finite fields

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概要

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• Let F be any finite field with q elements such that q is the square of an odd prime. For each extension F of odd (resp. even) degree over F, we shall show that there exists a curve of genus 3 defined over F such that the number of F-rational points attains the maximum (resp. minimum) of the Weil estimation.

• 東北大学の論文

著者

• Ibukiyama Tomoyoshi

  Department Of Mathematics College Of General Education Osaka University

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