X-Git-Url: http://gitweb.michael.orlitzky.com/?p=mjotex.git;a=blobdiff_plain;f=mjo-algebra.tex;fp=mjo-algebra.tex;h=59d94874e9a13e38a83bb5274e3c5666fa9e17d3;hp=71ba6221a1b9f0859fcbcb1530a251f7234e93af;hb=85d35b1401a30045cb5b3bca5e8faea5a3248bb3;hpb=17fd11a2ac39c8d20680a61279efed7bd18f93f2

diff --git a/mjo-algebra.tex b/mjo-algebra.tex
index 71ba622..59d9487 100644
--- a/mjo-algebra.tex
+++ b/mjo-algebra.tex
@@ -9,10 +9,21 @@
   \usepackage{amsopn}
 \fi
 
+\input{mjo-common}
+
+
 % The (sub)algebra generated by its argument, a subset of some ambient
 % algebra. By definition this is the smallest subalgebra (of the
 % ambient one) containing that set.
 \newcommand*{\alg}[1]{\operatorname{alg}\of{{#1}}}
+\ifdefined\newglossaryentry
+  \newglossaryentry{alg}{
+    name={\ensuremath{\alg{X}}},
+    description={the (sub)algebra generated by $X$},
+    sort=a
+  }
+\fi
+
 
 % The fraction field of its argument, an integral domain. The name
 % "Frac" was chosen here instead of "Quot" because the latter
@@ -23,6 +34,14 @@
 % The ideal generated by its argument, a subset consisting of ring or
 % algebra elements.
 \newcommand*{\ideal}[1]{\operatorname{ideal}\of{{#1}}}
+\ifdefined\newglossaryentry
+  \newglossaryentry{ideal}{
+    name={\ensuremath{\ideal{X}}},
+    description={the ideal generated by $X$},
+    sort=i
+  }
+\fi
+
 
 % The polynomial ring whose underlying commutative ring of
 % coefficients is the first argument and whose indeterminates (a