Study on Homeomorphism Group

同胚群研究

基本信息

批准号：
14540093
负责人：
FUKUI Kazuhiko
金额：
$ 2.18万
依托单位：
Kyoto Sangyo University
依托单位国家：
日本
项目类别：
Grant-in-Aid for Scientific Research (C)
财政年份：
2002
资助国家：
日本
起止时间：
2002 至 2004
项目状态：
已结题

项目摘要

(1) I organized the annual meeting "Homeomorphism Group and its related fields" (December of 2002, February of 2004 and December of 2004, (Kyoto Sangyo University) and I gave a talk (joint with K. Abe) everytime.(2) I and T.Nakamura gave a talk entitled "Topological and algebraic properties of Lipschitz mappings" in the annual meeting of the Mathematical Society of Japan (September of 2002, Shimane University) and published a paper entitled "A topological property of Lipschitz mappings".(3) I participated in "3^<rd> Workshop on Transformation Groups" (Poznan, Poland, August of 2003) and gave a talk entitled "Commutators of Lipschitz homeomorphisms preserving a geometric structure".(4) I participated in the International Conference "Geometry and Foliations, Kyoto 2003" (Ryukoku University, Kyoto, September of 2003) and gave a talk entitled "Commutators of Lipschitz homeomorphisms".(5) I gave a talk entitled "On the structure of the group of equivariant diffeomorphisms and application to foliation" in the meeting "Foliations and related fields" (Tokyo University, October of 2004).(6) I (with K.Abe and T.Miura) submitted a paper entitled "On the first homology of the group of equivariant Lipschitz homeomorphisms".(7) I and K.Abe submitted a paper entitled "On the first homology of automorphism groups of manifols with geometric structures".

(1) I organized the annual meeting "Homeomorphism Group and its related fields" (December of 2002, February of 2004 and December of 2004, (Kyoto Sangyo University) and I gave a talk (joint with K. Abe) everytime.(2) I and T.Nakamura gave a talk entitled "Topological and algebraic properties of Lipschitz mappings" in the annual meeting of the Mathematical Society of Japan (September of 2002, Shimane University) and published a paper entitled "A topological property of Lipschitz mappings".(3) I participated in "3^<rd> Workshop on Transformation Groups" (Poznan, Poland, August of 2003) and gave a talk entitled "Commutators of Lipschitz homeomorphisms preserving a geometric structure".(4) I participated in the International Conference "Geometry and植物，京都，2003年“（京都，京都，2003年9月），并发表了题为“ Lipschitz同构的换向者”的演讲。（5）我在同等的差异和相关领域的foliation foriation and foliation and Inderiation and Incectiation and Incectiation and Incectiatiation and Incectiatiation and Incectiatiation and Inderiation and Incectiatiation Inderiation和2004年（五号）（6）（6）（6）（6）（6）（6）（6）（6）（6）（6），（6） K.Abe和T.Miura）提交了一篇题为“ Equivariant Lipschitz同型同构的同源性的论文”。（7）I和K.Abe提交了一份题为“题为“具有几何结构的歧义”的同源性的论文”。