🚀 go-pugleaf

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$B@$OC?M!'5HEDCN9T(B($BKLBg!&M}!&?t3X(B) yoshidat@math.hokudai.ac.jp
        tel:011-706-2617, 011-741-3484
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10:00--10:50 $B8^L#7r:n(B ($BElBg!&?tM}(B)
    $B;W9M!"O@M}!"8@8l!"Be?t(B
11:00--11:50 Stephen Smith (Illinois Univ.)
    Applications of combinatorics to group cohomology.
13:30--14:00 Sung Yell Song (Iowa State Univ.)
    The subconstituent algebra for the wreath product of association
 schemes.
14:10--15:00 Haitao Guo($B6eBg!&?tM}(B)--Tayuan Huang ($B9qN)8rDLBg(B($BBfOQ(B)
--$B6eBg!&?tM}(B)
    Four-weight spin models and related Bose-Mesner algebras.
15:10--15:40 $BBg1:3X(B ($B6eBg!&?tM}(B)
    Genus 4 $B$N(B Siegel modular form $B$H4X78$7$?M-8B72$N(B Molien $B5i?t(B
15:40--16:10 $B5\K\@t(B--$B2VLZ>O=((B ($B;3M|Bg!&9)(B)
    $B%3%s%T%e!<%?$rMQ$$$?>.$5$J%5%$%:$N(B association schemes $B$NJ,N`(B
16:20--17:00 $B:dFb(B $B1Q0l(B ($B6eBg!&?tM}(B)
    Primitive symmetric association schemes with $m_1 = 3$.

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10:00--10:50 $B86ED9L0lO:(B ($B%*%O%$%*=#N)Bg(B)
    On a commutative algebra with an associative form.
11:00--11:50 Bernhard Runge ($B:eBg!&M}(B)
    Codes and Siegel modular forms.
13:30--14:00 $B1|;35~(B ($BD;1)>&A%9b@l(B)
    $B%"!<%Y%k72$N(B purifiable $BItJ,72$H(B ADE $B72$K$D$$$F(B
14:10--15:00 $B1JM'@6OB(B ($BBg:eBg3X!&M}(B)
    $BD:E@:nMQAGBe?t$N6&7A9=B$(B --- CFT $B$N;kE@$+$i(B
15:10--16:00 $B5\K\2mI'(B ($BC^GHBg!&?t3X(B)
    $B%`!<%s%7%c%$%sD:E@:nMQAGBe?t$ND64JC1$J9=@.K!$H%_%i%/%k%_%i!<%3!<%I(B
16:10--17:00 $BLZB<9@(B ($B0&I2Bg!&M}(B)
    Hadamard $B9TNs$NFsLLBN72$+$i$N9=@.K!(B

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10:00--10:50 $B;{Hx9(L@(B ($BKLBg!&M}(B)
    Arrangements of hyperplanes and hypergeometric integrals
11:00--11:50 Harvey Blau(Northern Illinois univ.)
    Integral table algebras with elements of small degree.
13:30--14:00 $BJ?JvK-(B ($B7'K\Bg!&650i(B)
    (n, r)-$B7?$N%7%e%"4D$K$D$$$F(B
14:00--14:30 $BCf@nD*IW(B ($B6a5&Bg!&M}9)(B)
    A construction of regular graphs of degree 26 with no triangles
 admitting PSL(2, 25)
14:40--15:10 $BJ?LZ(B $B>4(B($BBg:e650iBg!&650i(B)
    Distance-regular subgraphs in a regular near polygon.
15:10--15:40 $BEDn5820lO/(B($B6eBg!&?tM}(B)
    On the centralizer algebra of the unitary reflection group G(m,p,n).
15:40--16:10 $B0KF#K-<#(B
    $BM-8BBN>e$N%G%6%$%s$N9=@.(B