島根大学文理学部
ISSN:0370-9434
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島根大学文理学部紀要. 理学科編 8
1975-03-10 発行
種数２のコンパクトリーマン面上の正則θ-直線束
Holomorphic θ-Line Bundles over a Compact Riemann Surface of Genus(2)
松永 弘道
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内容記述（抄録等）
In this note, the auther determine the order of the group which consists of equivalence classes of holomorphic Z_2-line bundles over a compact Riemann surface of genus 2. The order is 32 for each degree. Main tools are an exact sequence due to A. Grothendieck and the representation of the Picard variety as the quotient variety of the first cohomology group with coefficient in the complex number field C.
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AN0010806X
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