博士論文
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Ricci flow with bounded curvature integrals and Decompositions of the space of Riemannian metrics on a compact manifold with boundary

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Ricci flow with bounded curvature integrals and Decompositions of the space of Riemannian metrics on a compact manifold with boundary

Persistent ID (NDL)
info:ndljp/pid/12694239
Material type
博士論文
Author
Shota, HAMANAKA
Publisher
中央大学理工学部事務室
Publication date
2022-03-24
Material Format
Digital
Capacity, size, etc.
-
Name of awarding university/degree
中央大学,博士(理学)
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Notes on use at the National Diet Library

Notes on use

Note (General):

【学位授与の要件】中央大学学位規則第4条第1項【論文審査委員主査】芥川 和雄(中央大学理工学部教授)【論文審査委員副査】三松 佳彦(中央大学理工学部教授)、髙倉 樹(中央大学理工学部教授)、趙 晋輝(中央大学理工学部教授)、本多 宣博(東京工業大学理学院教授)

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Digital

Material Type
博士論文
Author/Editor
Shota, HAMANAKA
Author Heading
Publication, Distribution, etc.
Publication Date
2022-03-24
Publication Date (W3CDTF)
2022-03-24
Alternative Title
ある積分量エネルギーが有界なリッチフローおよびコンパクト境界付き多様体上のリーマン計量の分解
Degree grantor/type
中央大学
Date Granted
2022-03-24