[geometry-ml:04340] 研究集会「Differential Geometry of Submanifolds in Symmetric Spaces and Related Problems」(7/2金-7/3土)開催のお知らせ
奥田 隆幸
okudatak @ hiroshima-u.ac.jp
2021年 6月 1日 (火) 16:34:56 JST
幾何学分科会MLの皆様,
以下にお知らせいたします通り, 7/2(金)-7/3(土) に微分幾何学の国際研究集会をオンライン開催いたします.
参加方法などについてはこのメーリングリストで追ってお知らせいたします.
どうぞよろしくお願い致します.
奥田隆幸
広島大学大学院先進理工系科学研究科
okudatak @ hiroshima-u.ac.jp
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国際研究集会「Differential Geometry of Submanifolds in Symmetric Spaces and Related Problems」
開催日時: 2021/07/02(金) - 03(土)
開催形式: オンライン (参加方法などの詳細は追ってお知らせいたします)
Speakers:
Jong Taek Cho (Chonnam National University)
Yong Seung Cho (Ewha Womans University)
Jaigyoung Choe (Korea Institute for Advanced Study)
Young-Jun Choi (Pusan National University)
Seungsu Hwang (Chung-Ang University)
Yuya Ikeda (Hiroshima University)
Seoung Dal Jung (Jeju National University)
Masahiro Kawamata (Hiroshima University)
Gyu Jong Kim (Woosuk University)
Hyunjin Lee (Kyungpook National University)
Takahiro Morimoto (Osaka City University)
Luis Pedro Castellanos Moscoso (Osaka City University)
Kengo Nakahara (Okayama University)
Yoshihiro Ohnita (Osaka City University)
Juncheol Pyo (Pusan National University)
Yuichiro Sato (Tokyo Metropolitan University)
Aeryeong Seo (Kyungpook National University)
Hiroshi Tamaru (Osaka City University)
Mukut Mani Tripathi (Banaras Hindu University)
Yaning Wang (Henan Normal University)
Changhwa Woo (Pykyong National University)
Organizers:
Changhwa Woo (Pukyong National University, Republic of Korea),
Hyunjin Lee (Kyungpook Nat’l University & RIRCM, Republic of Korea),
Hiroshi Tamaru (Osaka City University, Japan),
Takayuki Okuda (Hiroshima University, Japan),
Kei Kondo (Okayama University, Japan).
Scientific Committe:
Yoshihiro Ohnita (Osaka City University & OCAMI, Japan),
Young Jin Suh (Kyungpook Nat’l University & RIRCM, Republic of Korea).
Supported by
NRF (National Research Foundation of Kore),
JSPS (Japan Society for The Promotion of Science).
Organized by
RIRCM (Research Institute of Real and Complex Manifolds),
OCAMI (Osaka City University Advanced Mathematical Institute).
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