===================================================================
RCS file: /home/cvs/OpenXM/src/asir-doc/papers/risa-asir.tex,v
retrieving revision 1.2
retrieving revision 1.4
diff -u -p -r1.2 -r1.4
--- OpenXM/src/asir-doc/papers/risa-asir.tex	2005/06/28 00:22:19	1.2
+++ OpenXM/src/asir-doc/papers/risa-asir.tex	2005/07/01 04:24:54	1.4
@@ -7,12 +7,12 @@
 \usepackage{makeidx}  % allows index generation
 \usepackage{graphicx} % standard LaTeX graphics tool
                       % for including eps-figure files
-\usepackage{subeqnar} % subnumbers individual equations
+%\usepackage{subeqnar} % subnumbers individual equations
                       % within an array
-\usepackage{multicol} % used for the two-column index
-\usepackage{cropmark} % cropmarks for pages without
+%\usepackage{multicol} % used for the two-column index
+%\usepackage{cropmark} % cropmarks for pages without
                       % pagenumbers
-\usepackage{math}     % placeholder for figures
+%\usepackage{math}     % placeholder for figures
 \makeindex            % used for the subject index
                       % please use the style sprmidx.sty with
                       % your makeindex program
@@ -340,17 +340,16 @@ such as
 
 {\tt sm1.gb } (Gr\"obner basis),
 {\tt sm1.syz} (syzygy),
-%{\tt annfs} (Annhilating ideal of $f^s$),
-{\tt ann} (Annhilating ideal of $f^s$),\\
-{\tt sm1.bfunction},{\tt bfunction} (the global $b$-function of a polynomial)\\
-%{\tt schreyer} (free resolution by the Schreyer method),
-%{\tt vMinRes} (V-minimal free resolution),\\
-%{\tt characteristic} (Characteristic variety),
+{\tt sm1.bfunction},{\tt bfunction} (the global $b$-function of a polynomial)
 {\tt sm1.restriction} in the derived category of $D$-modules,
-%{\tt integration} in the derived category,
-%{\tt tensor}  in the derived category,
-%{\tt dual} (Dual as a D-module),
-{\tt sm1.slope}.
+{\tt sm1.slope},
+{\tt sm1.sm1(annfs)} (Annhilating ideal of $f^s$),
+{\tt sm1.sm1(schreyer)} (free resolution by the Schreyer method),
+%{\tt sm1.sm1(vMinRes)} (V-minimal free resolution),\\
+{\tt sm1.sm1(characteristic)} (Characteristic variety),
+{\tt sm1.sm1(integration)} in the derived category,
+%{\tt sm1.sm1(tensor)}  in the derived category,
+{\tt sm1.sm1(res-dual)} (Dual as a D-module).
 
 \item Cohomology groups