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Diff for /OpenXM/src/asir-doc/parts/appendix.texi between version 1.11 and 1.15

version 1.11, 2003/04/20 08:01:24 version 1.15, 2018/03/28 08:43:19
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 @comment $OpenXM: OpenXM/src/asir-doc/parts/appendix.texi,v 1.10 2002/09/10 01:40:01 noro Exp $  @comment $OpenXM: OpenXM/src/asir-doc/parts/appendix.texi,v 1.14 2003/04/28 03:09:23 noro Exp $
 \BJP  \BJP
 @node $BIUO?(B,,, Top  @node $BIUO?(B,,, Top
 @appendix $BIUO?(B  @appendix $BIUO?(B
Line 532  of radicals over the rationals (@pxref{primadec primed
Line 532  of radicals over the rationals (@pxref{primadec primed
 Prime decomposition of radicals of polynomial ideals  Prime decomposition of radicals of polynomial ideals
 over finite fields (@pxref{primedec_mod}).  over finite fields (@pxref{primedec_mod}).
 \E  \E
   @item bfct
   \BJP
   b $B4X?t$N7W;;(B.
   \E
   \BEG
   Computation of b-function.
   \E
   (@pxref{bfunction bfct generic_bfct ann ann0}).
 @end table  @end table
   
 \BJP  \BJP
Line 979  and it is displayed in the hexadecimal form.
Line 987  and it is displayed in the hexadecimal form.
 \E  \E
   
 @menu  @menu
   * ChangeLog::
 * Version 990831::  * Version 990831::
 * Version 950831::  * Version 950831::
 * Version 940420::  * Version 940420::
 @end menu  @end menu
   
   \JP @node ChangeLog,,, $BJQ99E@(B
   \EG @node ChangeLog,,, Changes
   @subsection ChangeLog
   \BJP
   @itemize
   @item 2018-03-28,  ctrl $B$N%9%$%C%A0lMw$NI=<((B.
   @item 2018-03-27, ox_pari server $B$K(B ox_reset $B$,<BAu$5$l$?(B.
   @item 2018-03-27, sin($B?t;z(B) $BEy$,ITDj85$H$7$FBgNL$K@8@.$5$l$kLdBj$N2r7h0F(B.
   @end itemize
   \E
   
   \BEG
   See the Japanese document.
   \E
   
 \JP @node Version 990831,,, $BJQ99E@(B  \JP @node Version 990831,,, $BJQ99E@(B
 \EG @node Version 990831,,, Changes  \EG @node Version 990831,,, Changes
 @subsection Version 990831  @subsection Version 990831
Line 1209  Proc. ISSAC'92, 387-396.
Line 1233  Proc. ISSAC'92, 387-396.
 Noro, M., Yokoyama, K., "A Modular Method to Compute the Rational Univariate  Noro, M., Yokoyama, K., "A Modular Method to Compute the Rational Univariate
 Representation of Zero-Dimensional Ideals",  Representation of Zero-Dimensional Ideals",
 J. Symb. Comp. 28/1 (1999), 243-263.  J. Symb. Comp. 28/1 (1999), 243-263.
   @item [Saito,Sturmfels,Takayama]
   Saito, M., Sturmfels, B., Takayama, N.,
   "Groebner deformations of hypergeometric differential equations",
   Algorithms and Computation in Mathematics 6, Springer-Verlag (2000).
 @item [Shimoyama,Yokoyama]  @item [Shimoyama,Yokoyama]
 Shimoyama, T., Yokoyama, K.,  Shimoyama, T., Yokoyama, K.,
 "Localization and primary decomposition of polynomial ideals",  "Localization and primary decomposition of polynomial ideals",
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