Update of /project/cl-gsl/cvsroot/cl-gsl/doc In directory common-lisp.net:/tmp/cvs-serv27559
Modified Files: poly.tex Log Message: tex4ht fixes.
Date: Sun Mar 27 05:48:23 2005 Author: edenny
Index: cl-gsl/doc/poly.tex diff -u cl-gsl/doc/poly.tex:1.2 cl-gsl/doc/poly.tex:1.3 --- cl-gsl/doc/poly.tex:1.2 Thu Mar 24 04:47:25 2005 +++ cl-gsl/doc/poly.tex Sun Mar 27 05:48:23 2005 @@ -1,25 +1,5 @@ -\documentclass{article} -\usepackage[T1]{fontenc} -\usepackage[latin1]{inputenc} -\usepackage{tex4ht} - -\begin{document} - -\Css{.monobold { font-weight: bold; font-family: monospace;}} -\Css{.floatright { float: right;}} -\Css{.floatleft { float: left;}} -\Css{.floatclear { clear: both;}} - -\def\monobf#1{\ifHtml \HCode{<span class="monobold">} #1 - \else \textbf{\texttt{#1}} \fi - \ifHtml \HCode{</span>} \fi} - -\def\func#1#2{\ifHtml \HCode{<span class="floatright">} \fi - {[}Function{]} \ifHtml \HCode{</span><span class="floatleft">} \fi - \monobf{#1} \texttt{#2} - \ifHtml \HCode{</span> <div class="floatclear"> </div>} \fi}
-\section*{6 Polynomials} +\section{Polynomials}
This chapter describes functions for evaluating and solving polynomials. There are routines for finding real and complex roots of quadratic @@ -28,7 +8,7 @@ with real coefficients (of any order).
-\subsection*{6.1 Polynomial Evaluation} +\subsection{Polynomial Evaluation}
\func{poly-eval}{ coeff-list x => result}
@@ -38,7 +18,7 @@ of the coefficients.
-\subsection*{6.2 Divided Difference Representation of Polynomials} +\subsection{Divided Difference Representation of Polynomials}
The functions described here manipulate polynomials stored in Newton's divided-difference representation. The use of divided-differences @@ -70,7 +50,7 @@
-\subsection*{6.3 Quadratic Equations} +\subsection{Quadratic Equations}
\func{solve-quadratic}{ a b c => x0, x1, num-roots} @@ -108,7 +88,7 @@ components and then by their imaginary components.
-\subsection*{6.4 Cubic Equations} +\subsection{Cubic Equations}
\func{solve-cubic}{ a b c => x0, x1, x2, num-roots} @@ -141,7 +121,7 @@ by their real components and then by their imaginary components.
-\subsection*{6.5 General Polynomial Equations} +\subsection{General Polynomial Equations}
The roots of polynomial equations cannot be found analytically beyond @@ -164,11 +144,11 @@ reduction does not converge.
-\subsection*{6.6 Examples} +\subsection{Examples}
-\subsection*{6.7 References and Further Reading} +\subsection{References and Further Reading}
The balanced-QR method and its error analysis are described in the following papers, @@ -191,6 +171,3 @@ \item Abramowitz and Stegun, \textsc{Handbook of Mathematical Functions}, Sections 25.1.4 and 25.2.26. \end{itemize} - - -\end{document}