Update of /project/cl-gsl/cvsroot/cl-gsl/doc
In directory common-lisp.net:/tmp/cvs-serv30800
Modified Files:
math.tex
Log Message:
Use \mathalt macro for equations.
Date: Mon Apr 4 02:52:04 2005
Author: edenny
Index: cl-gsl/doc/math.tex
diff -u cl-gsl/doc/math.tex:1.2 cl-gsl/doc/math.tex:1.3
--- cl-gsl/doc/math.tex:1.2 Sun Mar 27 05:47:52 2005
+++ cl-gsl/doc/math.tex Mon Apr 4 02:52:03 2005
@@ -6,38 +6,39 @@
\begin{description}
-\item [\const{+e+}] The base of exponentials, \(e\)
+\item [\const{+e+}] The base of exponentials, \mathalt{$e$}
-\item [\const{+log2e+}] The base-2 logarithm of e, \(\log_2(e)\)
+\item [\const{+log2e+}] The base-2 logarithm of e, \mathalt{$\log_2(e)$}
-\item [\const{+log10e+}] The base-10 logarithm of e, \(\log_{10}(e)\)
+\item [\const{+log10e+}] The base-10 logarithm of e, \mathalt{$\log_{10}(e)$}
-\item [\const{+sqrt2+}] The square root of two, \(\sqrt 2\)
+\item [\const{+sqrt2+}] The square root of two, \mathalt{$\sqrt 2$}
-\item [\const{+sqrt1/2+}] The square root of one-half, \(\sqrt{1/2}\)
+\item [\const{+sqrt1/2+}] The square root of one-half,\mathalt{$\sqrt{1/2}$}
-\item [\const{+sqrt3+}] The square root of three, \(\sqrt 3\)
+\item [\const{+sqrt3+}] The square root of three, \mathalt{$\sqrt 3$}
-\item [\const{+pi+}] The constant pi, \(\pi\)
+\item [\const{+pi+}] The constant pi, \mathalt{$\pi$}
-\item [\const{+pi/2+}] Pi divided by two, \(\pi/2\)
+\item [\const{+pi/2+}] Pi divided by two, \mathalt{$\pi/2$}
-\item [\const{+pi/4+}] Pi divided by four, \(\pi/4\)
+\item [\const{+pi/4+}] Pi divided by four, \mathalt{$\pi/4$}
-\item [\const{+sqrtpi+}] The square root of pi, \(\sqrt\pi\)
+\item [\const{+sqrtpi+}] The square root of pi, \mathalt{$\sqrt\pi$}
-\item [\const{+2/sqrtpi+}] Two divided by the square root of pi, \(2/\sqrt\pi\)
+\item [\const{+2/sqrtpi+}] Two divided by the square root of pi,
+\mathalt{$2/\sqrt\pi$}
-\item [\const{+1/pi+}] The reciprocal of pi, \(1/\pi\)
+\item [\const{+1/pi+}] The reciprocal of pi, \mathalt{$1/\pi$}
-\item [\const{+2/pi+}] Twice the reciprocal of pi, \(2/\pi\)
+\item [\const{+2/pi+}] Twice the reciprocal of pi, \mathalt{$2/\pi$}
-\item [\const{+ln10+}] The natural logarithm of ten, \(\ln(10)\)
+\item [\const{+ln10+}] The natural logarithm of ten, \mathalt{$\ln(10)$}
-\item [\const{+ln2+}] The natural logarithm of two, \(\ln(2)\)
+\item [\const{+ln2+}] The natural logarithm of two, \mathalt{$\ln(2)$}
-\item [\const{+lnpi+}] The natural logarithm of pi, \(\ln(\pi)\)
+\item [\const{+lnpi+}] The natural logarithm of pi, \mathalt{$\ln(\pi)$}
-\item [\const{+euler+}] Euler's constant, \(\gamma\)
+\item [\const{+euler+}] Euler's constant, \mathalt{$\gamma$}
\end{description}