\documentclass[final]{ua-thesis-ssp}

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\director{Tom Kennedy}
\author{John Kerl}
\title{Critical behavior for the model \\
of random spatial permutations}
\date{March 22, 2010}
\makeindex

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\pdfinfo{
/Author (John Kerl)
/Title  (Critical behavior for the model of random spatial permutations)
}
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\begin{document}

The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.

\begin{figure}[!htb]
\begin{center}
\psfragscanon
\includegraphics{figures/f_I_why.eps}
\caption[Expectation of $f_{1,k}$ as a function of $k/N$.]
	{Qualitative behavior of $\lim_{N\to\infty} \bbE[f_{1,k}]$ as a function of
	$k/N$ in the non-interacting (upper left) and non-spatial large-$\alpha$
	Ewens-interacting (upper right) cases.  Lower left and lower right show the
	behavior for finite $N$.
	\label{fig:f_I_why}}
\end{center}
\end{figure}

The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.
The quick brown fox jumped over the lazy dogs.

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\end{document}
