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$BBg:eBg3X?tO@%;%_%J!<$N%*!<%,%J%$%6!<$rC4Ev$7$F$$$?(B2003/10$B$+$i(B2018/4$B$^$G$N5-O?$G$9!J(B $B8=:_$OCfB<;a$,C4Ev!J(B$B%j%s%/(B$B!K!K!#(B

2018-2019$B$NBh0l2s%;%_%J!<$^$G$N5-(B$BO?$HM=Dj(B

$B#2#0#1#8G/#47n#2F|!J$$$D$b$HMKF|!"It20$,0c$$$^$9!#$4Cm0U$/$@$5$$!K(B
Chandrashekhar Khare (UCLA$B!K(B
Wieferich primes and heuristics in Galois cohomology (abstract)

$B2a5n$N%;%_%J!<>pJs5Z$S6aNY$N%;%_%J!<$X$N%j%s%/(B

$B:eBg?tO@%;%_%J!<(B2012-2013$B$N5-O?(B, 2013-2014$B$N5-O?(B, 2014-2015$B$N5-O?(B, 2015-2016$B$N5-O?(B, 2016-2017$B$N5-O?(B, 2017-2018$B$N5-O?(B ($B@$OC?M(B/$BMn9gM}(B, $B?9;3CNB'(B, $B0BED@5Bg(B)

$B:eBg?tO@%;%_%J!<(B2008-2009$B$N5-O?(B, 2009-2010$B$N5-O?(B, 2010-2011$B$N5-O?(B, 2011-2012$B$N5-O?(B ($B@$OC?M(B/$BMn9gM}(B, $B?9;3CNB'(B)

$B:eBg?tO@%;%_%J!<(B2007-2008$B$N5-O?(B ($B@$OC?M(B/$B0f867rB@O:;a(B)

$B:eBg?tO@%;%_%J!<(B2004-2005$B$N5-O?(B , 2005-2006$B$N5-O?(B ($B@$OC?M(B/$BMn9gM}(B)

$B:eBg?tO@%;%_%J!<(B2003-2004$B$N5-O?(B ($B@$OC?M(B/$BEOItN4IW;a(B)

$B6aNY$N5~ETBg3X?tO@9gF1%;%_(B$B%J!<(B ( $B0KF#E/;K;a$K$h$k(B $B#2#0#0#9G/EY0J9_$N5-O?(B )

$BO"Mm@h(B: ochiai/moriyama/s-yasuda atmark math.sci.osaka-u.ac.jp

$BBg:eBg3X@0?tO@(B&$BJ]7?7A<0%;%_%J!<$N2a5n$N5-O?(B