No.1531
ˆê”ÊˆÊ‘ŠŠô‰½Šw‹y‚ÑŠô‰½Šw“Iƒgƒ|ƒ�ƒW�[‚Æ‚»‚̉ž—p
General Topology, Geometric Topology and Their Applications
RIMS Œ¤‹†�W‰ï•ñ���W
�@
2006/10/18�`2006/10/20
ŽRú±�@ŒO—¢
Kaori Yamazaki
�@
–Ú�@ŽŸ
�@
1. ON A PROBLEM OF GUTEV, OHTA AND YAMAZAKI CONCERNING CONTINUOUS SELECTIONS(General Topology, Geometric Topology and Their Applications)---1
�@�@�@�@“‡�ª‘åŠw‘��‡—��HŠw•”�@�@�@ŽR“à ‹MŒõ�@(Yamauchi, Takamitsu)
�@
2. On minimality of the boundary of a Coxeter system(General Topology, Geometric Topology and Their Applications)--------------------5
�@�@�@�@‰F“s‹{‘åŠw‹³ˆçŠw•”�@�@�@•Û�â “N–ç�@(Hosaka, Tetsuya)
�@
3. GROUPS OF MEASURE-PRESERVING HOMEOMORPHISMS AND VOLUME-PRESERVING DIFFEOMORPHISMS OF NONCOMPACT MANIFOLDS AND MASS FLOW TOWARD ENDS(General Topology, Geometric Topology and Their Applications)---10
�@�@�@�@‹ž“s�HŒ|‘@ˆÛ‘åŠw�@�@�@–�è ’B•F�@(YAGASAKI, TATSUHIKO)
�@
4. NORMAL COVERS OF RECTANGULAR PRODUCTS WITH ORDINAL FACTORS(General Topology, Geometric Topology and Their Applications)----------20
�@�@�@�@‘啪‘åŠw‹³ˆç•ŸŽƒ‰ÈŠw•” / �_“Þ�ì‘åŠw�HŠw•”�@�@�@‰Æ–{ �é�K / – �K�M�@(KEMOTO, NOBUYUKI / YAJIMA, YUKINOBU)
�@
5. On existence of continuous selection for finite sets(General Topology, Geometric Topology and Their Applications)----------------27
�@�@�@�@ˆ¤•Q‘åŠw—��HŠwŒ¤‹†‰È�@�@�@›I “í�@(Jiang, Nan)
�@
6. Borel classes dimensions(General Topology, Geometric Topology and Their Applications)--------------------------------------------31
�@�@�@�@ƒŠƒ“ƒVƒ‡�[ƒsƒ“‘åŠw / “‡�ª‘åŠw‘��‡—��HŠw•”�@�@�@ƒ`ƒƒƒeƒBƒ‹ƒR ƒ”ƒBƒ^ƒŠ / •ž•” ‘×’¼�@(Chatyrko, Vitalij / Hattori, Yasunao)
�@
7. Pulling back continuously varying shortest paths through maps to 1-dimensional spaces(General Topology, Geometric Topology and Their Applications)---41
�@�@�@�@Department of Mathematical Sciences, Ball State University�@�@�@Fischer, Hanspeter
�@
8. CECH-COMPLETENESS IN FIBREWISE TOPOLOGY(General Topology, Geometric Topology and Their Applications)-----------------------------49
�@�@�@�@“‡�ª‘åŠw‘��‡—��HŠwŒ¤‹†‰È / “‡�ª‘åŠw‘��‡—��HŠw•”�@�@�@”’ ‰]•ô / ŽO—Ö ‘ñ•v�@(Bai, Yun-Feng / Miwa, Takuo)
�@
9. LARGE INDUCTIVE DIMENSION OF REMAINDERS OF SMIRNOV COMPACTIFICATIONS(General Topology, Geometric Topology and Their Applications)---55
�@�@�@�@Œà�H‹Æ�‚“™�ê–åŠw�Z / ‰«“ê�H‹Æ�‚“™�ê–åŠw�Z / “s�é�H‹Æ�‚“™�ê–åŠw�Z�@�@�@�Ô’r —SŽŸ / ’m”O ’¼�Ð / —FˆÀ ˆê•v�@(AKAIKE, YUJI / CHINEN, NAOTSUGU / TOMOYASU, KAZUO)
�@
10. HAUSDORFF HYPERSPACES OF EUCLIDEAN SPACES AND THEIR DENSE SUBSPACES(General Topology, Geometric Topology and Their Applications)---63
�@�@�@�@ƒVƒtƒFƒ“ƒgƒNƒVƒXƒJŠw‰@ / ’}”g‘åŠw�”ŠwŒn�@�@�@/ Žðˆä �Ž˜Y�@(Kubis, Wieslaw / Sakai, Katsuro)
�@
11. A UNIFORM APPROACH TO PRODUCING MODEL SPACES OF INFINITE-DIMENSIONAL TOPOLOGY(General Topology, Geometric Topology and Their Applications)---68
�@�@�@�@INSTYTUT MATEMATYKI, AKADEMIA SWIETOKRZYSKA / DEPARTMENT OF MATHEMATICS, IVAN FRANKO LVIV NATIONAL UNIVERSITY / INSTYTUT MATEMATYKI, UNIWERSYTET RZESZOWSKI�@�@�@BANAKH, T. / SHABAT, O. / ZARICHNYI, M.
�@
12. ON FIBREWISE COVERING UNIFORMITIES(General Topology, Geometric Topology and Their Applications)---------------------------------75
�@�@�@�@“‡�ª‘åŠw‘��‡—��HŠwŒ¤‹†‰È / “‡�ª‘åŠw‘��‡—��HŠw•”�@�@�@�¬˜Q ‹gŽj / ŽO—Ö ‘ñ•v�@(Konami, Yoshifumi / Miwa, Takuo)
�@
13. Numerical analysis of normal sequences of finite open covers and Pontrjagin-Schnirelmann's theorem(General Topology, Geometric Topology and Their Applications)---85
�@�@�@�@’}”g‘åŠw�@�@�@‰Á“¡ ‹v’j�@(Kato, Hisao)
�@
14. Determining covers, and covering properties(General Topology, Geometric Topology and Their Applications)------------------------94
�@�@�@�@“Œ‹žŠwŒ|‘åŠw�@�@�@“c’† �Ë—Y�@(Tanaka, Yoshio)
�@
15. The box complexes of graphs without 3 and 4-cycles(General Topology, Geometric Topology and Their Applications)----------------108
�@�@�@�@’}”g‘åŠw�”—�•¨Ž¿‰ÈŠwŒ¤‹†‰È�@�@�@�ã•Ê•{ —z�@(Kamibeppu, Akira)
�@
16. Properties on relative paracompactness and their absolute embeddings(General Topology, Geometric Topology and Their Applications)---113
�@�@�@�@“Þ—Ç�—Žq‘åŠw•�‘®’†“™‹³ˆçŠw�Z�@�@�@�ìŒû �T“ñ�@(Kawaguchi, Shinji)
�@
17. Submetrizability and Interpolations(General Topology, Geometric Topology and Their Applications)-------------------------------129
�@�@�@�@‰¡•l�‘—§‘åŠwŠÂ‹«�î•ñŒ¤‹†‰@�@�@�@Ž›“c •qŽi�@(Terada, Toshiji)
�@
18. ƒOƒ‰ƒtŽÊ‘œ‚Ì‹­�„ˆÚ�«‚ɂ‚¢‚Ä(ˆê”ÊˆÊ‘ŠŠô‰½Šw‹y‚ÑŠô‰½Šw“Iƒgƒ|ƒ�ƒW�[‚Æ‚»‚̉ž—p)---------------------------------------------------134
�@�@�@�@“‡�ª‘åŠw‘��‡—��HŠw•”�@�@�@‰¡ˆä �Ÿ–í�@(YOKOI, KATSUYA)
�@
19. âf–¨‚ÈŽüŠú“_�W�‡‚ðŽ�‚ƒOƒ‰ƒtŽÊ‘œ‚ɂ‚¢‚Ä(ˆê”ÊˆÊ‘ŠŠô‰½Šw‹y‚ÑŠô‰½Šw“Iƒgƒ|ƒ�ƒW�[‚Æ‚»‚̉ž—p)---------------------------------------140
�@�@�@�@“‡�ª‘åŠw‘��‡—��HŠw•”�@�@�@‰¡ˆä �Ÿ–í�@(YOKOI, KATSUYA)
�@