🚀 go-pugleaf

In article <1992Dec17.072817.4569@kudpc.kyoto-u.ac.jp> f51323@sakura.kudpc.kyoto-u.ac.jp (inoue kouichi) writes:
>  $B0f>e!wBg:eI\N)9b@l$G$9!#(B
>
>In article <1992Dec14.162647.26983@nucc.cc.nagoya-u.ac.jp> d43013a@nucc.cc.nagoya-u.ac.jp (Yukihiko Namikawa) writes:
>>$B:#J*M}$G=EMW$J$N$O!"$`$7$mL58B<!85$N(BClifford algebra$B$G$7$g$&!#(B
>
>  $B$=$&$J$s$G$9$+!#$I$s$J$U$&$K=P$F$/$k$s$G$9$+!)(B
>
$B@lLg2H$G$J$$;d$,!"2?$+$r8@$&$N$O$*$3$,$^$7$$$N$G$9$,!"(B
$BNL;R>l$K=P$F$/$k(B(fermion$B$"$k$$$O(Bboson) Fock space $B$K$O8r49;R$"$k$$$O(B
$BH?8r49;R$K$h$kAP0l<!7A<0$,F~$k$N$G!"$=$N(Buniversal enveloping algebra$B$O(B
clifford algebra$B$G$9!#:#@9$s$K;H$o$l$F$$$k(Bvirasoro algebra$B$J$I$b$=$&$G$9!#(B
$B$3$l$i$OL58B<!$N30@QBe?t$dB?9`<04D$rNL;R2=$7$?$b$N$G$9!#(B
$BNc$($P(Bboson algebra (Heisenberg algebra)$B$G$O!"@8@.85$,!P(Ba(n), n:integer}$B$G!"(B
$B4pK\4X78<0$,!"(Ba(n)a(m)-a(m)a(n)=1(if n+m=0), 0(otherwise) $B$H$J$j$^$9!#(B
$B$3$l$i$N=EMW@-$K$D$$$F$O@lLg2H$KJ9$$$F2<$5$$!#(B

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   *   *   *     *                $@O2@n!!9,I'(J
    * *    * *   *                $@L>8E20Bg3XM}3XIt?t3X65<<(J
     *     *   * *                d43013a@nucc.cc.nagoya-u.ac.jp
     *     *     *                namikawa@math.nagoya-u.ac.jp