The mathdesign
package matches Charter, Utopia, and Garamond with more apropo
math fonts, bringing them out of the Computer Modern-imposed
oppression of yesteryear. What I love about the package is how it just
works and how much I’ve missed it all this time.
Some people post .emac files. Some people post .vimrc files. Real men
post their LaTeΧ style files. This is mine. (I’ve added the
\documentclass so that you know I am rh33t enough to use the memoir
class, which would be more aptly titled “panacea.” That and the first
few lines are just for context and would not really exist in a style
file. Style file. Style file.)
By the way, I have yet to comprehend how to set margins with the
memoir document class. You think a 300+ page manual would give a
simple example for one-inch margins on all sides, but no. I guess you
just can’t beat the geometry package.
\documentclass[article, oneside, twocolumn]{memoir}
\usepackage{amsmath, amssymb, charter, booktabs, graphicx}
\author{Me}
\title{About me}
\usepackage[margin={0.75in, 1in}]{geometry}
% Header.
\makepagestyle{dance}
\makeoddhead{dance}{Me}{}{\thepage}
\makeheadrule{dance}{\textwidth}{\normalrulethickness}
\pagestyle{dance}
% Figures.
\captionnamefont{\scshape}
\captiontitlefont{\itshape\raggedright}
\captiondelim{. }
\captionstyle[\centering]{\raggedleft}
\indentcaption{1em}
\newcommand{\ecoli}{\emph{E. coli}}
% Forget chapter numbering.
\renewcommand{\thesection}{\arabic{section}}
\renewcommand{\maketitle}{%
\Large \textbf{\thetitle} \par \theauthor \par
}
% Bibliography.
\usepackage[sort&compress, numbers]{natbib}
\setlength{\bibsep}{0pt}
\bibliographystyle{abbrvnat}
\usepackage{color}
\definecolor{BWFBlue}{cmyk}{0.98,0.63,0,0.53}
\definecolor{BWFGreen}{cmyk}{0.10,0,0.67,0.46}
\definecolor{BWFRed}{cmyk}{0,0.9,0.85,0.27}
\usepackage[final, colorlinks=true, linkcolor=BWFBlue,
citecolor=BWFGreen, urlcolor=BWFRed, pdftitle={\thetitle},
pdfauthor={\theauthor}, pdfstartview={FitH}]{hyperref}
% booktabs.
\heavyrulewidth=.125em
S/F/A/C is an abbreviation of “suppose for a contradiction.” Omega is the set of natural numbers. A set is finite if it is equivalent to omega capped at a certain number; that is, if there exists a 1-1 correspondence (bijection) between it and the capped omega. Bijections are functions that are both surjective and injective.