No.509

1983/11/07〜1983/11/09

酒井　克郎

SAKAI,KATSURO

目　次

1. MOVABILITY IN FIBER SHAPE THEORY(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)------------------------------------------1

　　　　University of Tsukuba　　　矢ヶ崎 達彦　(Yagasaki, Tatsuhiko)

　

2. HYPERSPACES AND WHITNEY MAPS(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)---------------------------------------------18

　　　　筑波大学　　　加藤 久男　(Kato, Hisao)

　

3. REFINABLE MAPS AND SHAPE(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)-------------------------------------------------23

　　　　筑波大学数学系　　　加藤 久男　(Kato, Hisao)

　

4. On a generalization of homotopy groups(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)-----------------------------------31

　　　　山口大学　　　渡辺 正　(Watanabe, Tadashi)

　

5. The Fixed Point Property for Continua with Finitely Many Arc Components(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)---41

　　　　Faculty of Integrated Arts and Sciences, Hiroshima University　　　冨永 晃　(TOMINAGA, Akira)

　

6. Aposyndesis and cut points which are related to refinable maps(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)-----------48

　　　　Department of Mathematics, Tokyo Gakugei Univ.　　　細川 洋　(Hosokawa, Hiroshi)

　

7. Manifolds Modeled on the Direct Limits of Euclidian Spaces and Hilbert cubes : A Survey(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)---51

　　　　Institute of Mathematics, University of Tsukuba　　　酒井 克郎　(Sakai, Katsuro)

　

8. Infinite Dimensional Combinatorial Topology(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)------------------------------61

　　　　Institute of Mathematics, University of Tsukuba　　　酒井 克郎　(Sakai, Katsuro)

　

9. Homology theories on strong shape(STUDIES ON CONTINUA AND INFINITE-DIMENSIONAL MANIFOLDS)----------------------------------------68

　　　　大阪教育大学　　　小山 晃　(Koyama, Akira)