K3曲面
金銅 誠之How much do you like this book?
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1970年代前半にK3曲面のトレリ型定理が証明され,その後K3曲面の研究が大きく進展した。K3曲面は楕円曲線の2次元版と考えることができるが,代数幾何学のみならずミラー対称性やマシュー・ムーンシャイン等を通じて理論物理学においても関心が持たれている。本書の主題はK3曲面のトレリ型定理である。トレリ型定理を理解する上で必要となる格子理論や鏡映群の基本領域も紹介する。またトレリ型定理の応用としてK3曲面の自己同型,エンリケス曲面のトレリ型定理や平面4次曲線のモジュライへの応用も述べる。
Categories:
Volume:
5
Year:
2015
Publisher:
共立出版
Language:
japanese
Pages:
230
ISBN 10:
4320111990
ISBN 13:
9784320111998
Series:
共立講座数学の輝き
File:
PDF, 7.64 MB
Your tags:
IPFS:
CID , CID Blake2b
japanese, 2015
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