===================================================================
RCS file: /home/cvs/OpenXM/doc/Attic/genkou19991125.tex,v
retrieving revision 1.22
retrieving revision 1.23
diff -u -p -r1.22 -r1.23
--- OpenXM/doc/Attic/genkou19991125.tex	1999/12/20 12:02:55	1.22
+++ OpenXM/doc/Attic/genkou19991125.tex	1999/12/20 13:00:21	1.23
@@ -9,7 +9,7 @@ Okutani, Yukio     (Oct., 1999 -- : asir contrib) \\
 Takayama, Nobuki   (Jan., 1996 -- : OpenXM Protocol, kan) \\
 Tamura, Yasushi    (Nov., 1998 -- : OpenMath proxy) \\
 }
-\date{ 1999$BG/(B, 11$B7n(B25$BF|(B}
+\date{1999$BG/(B11$B7n(B25$BF|(B}
 
 %\pagestyle{empty}
 
@@ -31,12 +31,15 @@ OpenXM $B$H$O(B Open message eXchange protocol for M
 $BH/C<$H$J$C$?(B asir $B$H(B kan/sm1 $B$G$N<BAu;~$K$O!"(B
 $B$*8_$$$KAj<jB&$N%3%^%s%IJ8;zNs$rAw$C$F$$$?!#(B
 $B$3$NJ}K!$O8=:_$N(B OpenXM $B5,Ls$G$b2DG=$G$"$j!"(B
+
 $B;H$$$d$9$/$O$"$k$,!"8zN(E*$G$"$k$H$O$$$$Fq$$!#(B
 $B$5$i$K!"$3$NJ}K!$G$OAj<jB&$N%=%U%H$,(B asir $B$J$N$+(B kan/sm1 $B$J$N$+$r(B
 $BH=JL$7$F!"Aj<jB&$K9g$o$;$F%3%^%s%IJ8;zNs$r:n@.$9$kI,MW$,$"$k!#(B
 
-$B$3$l0J30$NJ}K!$H$7$F!"(B OpenXM $B5,Ls$G$O6&DLI=8=7A<0$K$h$k(B
-$B%a%C%;!<%8$rMQ0U$7$F$$$k!#(B
+$B$3$l0J30$NJ}K!$H$7$F!"(B
+
+OpenXM $B5,Ls$G$O6&DLI=8=7A<0$K$h$k%a%C%;!<%8$rMQ0U$7$F$$$k!#(B
+
 OpenXM $B5,LsFH<+$N%G!<%?7A<0$G$"$k(B CMO $B7A<0(B(Common Mathematical Object format)
 $B0J30$K$b!"(B MP $B$d(B OpenMath $B$N(B XML, binary $BI=8=7A<0$H$$$C$?B>$N7A<0$r$b(B
 $B07$($k$h$&$K$7$F$"$k!#(B
@@ -139,16 +142,17 @@ OpenXM $B$G$O(B 32 bit $B$N@0?t(B 20 $B$r%P%$%HNs
 $BI=8=$7$?$$B?G\D9@0?t$N@dBPCM$r(B 2 $B?J?t$GI=$7$?>l9g$N7e?t$r(B $n$ $B$H(B
 $B$7$?$H$-!"<!$K$/$k%G!<%?$O(B $[(n+31)/32]$ $B$r(B 32 bit $B$N@0?t$H$J$k!#(B
 $B$3$l$OB?G\D9@0?t$N@dBPCM$r(B $2^{32}$ $B?J?t$GI=$7$?>l9g$N7e?t$H$H$C$F$b$h$$!#(B
-$B$?$@$7!"I=8=$7$?$$?t$,Ii$N>l9g$O(B
-$B$3$N(B 32 bit $B$N@0?tCM$O(B
- 2 $B$NJd?tI=8=$GIi$K$J$k!#(B
+$B$?$@$7!"I=8=$7$?$$?t$,Ii$N>l9g$O(B $[(n+31)/32]$ $B$r(B 32 bit $B$N@0?t$GI=$7$?CM$r(B
+ 2 $B$NJd?tI=8=$GIi$K$7$F!"@5$N>l9g$H6hJL$9$k!#(B
 
-%$BI=8=$7$?$$B?G\D9@0?t$,Ii$G$"$C$F$b$3$l0J9_$N@bL@$O@5$N>l9g$H(B
-%$BJQ$o$i$J$$$N$G!"0J8eB?G\D9@0?t$O@5$H$_$J$9!#(B
-
 $BI=8=$7$?$$B?G\D9@0?t$N@dBPCM$,(B $2^{32}$ $B?J?t$G(B $(b_0 b_1 ... b_k)_{2^{32}}$
 $B$HI=$;$k$H$-!"<!$K$/$k%G!<%?$O(B $b_0$, $b_1$, $\cdots$, $b_k$ $B$r(B
 $B$=$l$>$l(B 32 bit $B$N@0?t$GI=8=$7$?CM$H$J$k!#(B
+$B$J$*!"(B GNU MP LIBRARY $B$rMQ$$$k$H!"(B
+C $B8@8l$+$iB?G\D9@0?t$dG$0U@:EYIbF0>.?t$r07$&$3$H$,$G$-$k!#(B
+$b_0$, $b_1$, $\cdots$, $b_k$ $B$r$=$l$>$l(B 32 bit $B@0?t$GI=8=$7$?CM$O(B
+$B$3$N(B GNU MP LIBRARY $B$GMQ$$$i$l$F$$$kB?G\D9@0?t$G;H$o$l$F$$$k7A<0$r(B
+$B;29M$K$7$F9g$o$;$F$"$k!#(B
 
 $B$3$3$G6qBNNc$r$@$=$&!#(B
 $4294967298 = 1 \times 2^{32} + 2$ $B$r(B network byte order $B$NB?G\D9@0?t$G(B
@@ -161,10 +165,6 @@ $4294967298 = 1 \times 2^{32} + 2$ $B$r(B network by
 	{\tt 00 00 00 14 ff ff ff ff 00 00 00 01}
 \end{center}
 $B$H$J$k!#(B
-$B$J$*!"(B GNU MP LIBRARY $B$rMQ$$$k$H!"(B
-C $B8@8l$+$iB?G\D9@0?t$dG$0U@:EYIbF0>.?t$r07$&$3$H$,$G$-$k!#(B
-$B$3$N(B GNU MP LIBRARY $B$GMQ$$$i$l$F$$$kB?G\D9@0?t$N7A<0$H(B
-CMO $B7A<0$NB?G\D9@0?t$N(B tag $B0J9_$N%G!<%?$OA4$/F1$8$K9g$o$;$F$"$k!#(B
 
 
 \section{MathCap $B$K$D$$$F(B}