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<DIV><FONT face="MS UI Gothic" size=2><FONT
size=3>$B4v2?3X4X78$N3'MM(B</FONT></FONT></DIV><FONT face="MS UI Gothic" size=2><FONT
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<DIV><FONT size=2></FONT><BR>$B8&5f=82q!VB,CO@~5Z$S4XO"$9$k=tLdBj!W$r!$:#G/$O0J2<$N$h$&$K7W2h$7$^$7$?!%(B</DIV>
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<DIV>$BF|;~(B: 2005 $BG/(B $B#17n#8F|(B($BEZ(B)$B8a8e#1;~$+$i!!#9F|(B($BF|(B)<BR>$B>l=j(B: $B7'K\Bg3X650i3XIt#2#1#9HV65<<(B
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<DIV><FONT size=2>$BMbF|$+$iJ!2,$G!$9q:]2q5D!V(BRiemannian Geometry Geometric
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<DIV><FONT
size=2>$B>0!$3XFb$N=IGq;\@_!V$/$9$NLZ2q4[!W$r#1Gq!$#3#8#0#01_$G;H$C$F$$$?$@$/$3$H$,>/?M?t$G$9$,2DG=$G$9!%$44uK>$NJ}$O;d$K!$$4O"Mm$/$@$5$$!%(B</FONT></DIV>
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<DIV><FONT face="MS UI Gothic" size=2><FONT face="MS UI Gothic" size=2><FONT
size=3><FONT size=2>%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%</FONT>
<DIV><FONT size=2>$B8&5f2q!VB,CO@~5Z$S4XO"$9$k=tLdBj!W(B </FONT></DIV>
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<DIV><FONT size=2>$BF|Dx!!(B2005$BG/(B 1$B7n(B 8$BF|(B($BEZ(B) $B8a8e$H(B 1$B7n(B 9$BF|(B($BF|(B)<BR>$B2q>l!!7'K\Bg3X650i3XIt(B
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<DIV><FONT size=2>$B%W%m%0%i%`(B<BR>$B#17n#8F|!JEZ!K(B<BR>13:00 -- 13:45 $B!!EDCf!!<B!JEl3$Bg3X!K(B<BR>$B!!!!!!!!!!!!!V5eLL$N(B
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surfaces$B!W(B</FONT></DIV>
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<DIV><FONT size=2>$B#17n#9F|!JF|!K(B<BR> 9:00 --
9:30$B!!ED>eM:0l!J7'K\3X1`Bg3XImB09b9;!K(B<BR>$B!!!!!!!!!!!!!V(BTetrahedra passing though a circular or square
hole$B!W(B<BR> 9:45 -- 10:15$B!!BgDMIYH~;R!J0q>kBg3X!K(B<BR>$B!!!!!!!!!!!!!V(BOpen Surface
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15:45$B!!0BF#D>Li!J7'K\Bg3X!K(B<BR>$B!!!!!!!!!!!!!V(BA two-dimensional Riemannian manifold with two
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<DIV><BR>$BO"Mm@h(B<BR>$B!!0KF#?N0l(B<BR>$B!!(BTel: 096-342-2593<BR>$B!!(BFax: 096-342-2595<BR>$B!!(BE-mail: <A
href="mailto:j-itoh@kumamoto-u.ac.jp">j-itoh@kumamoto-u.ac.jp</A></DIV>
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