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\title{-Needs an awesome title-}
\author{Matthew Bartenschlag, Pavan Reddy, Peter Santiago}
\date{October 1, 2008}


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\section{List of Symbols}
The following symbols are referenced repeatedly throughout the following papers:
\begin{itemize}
\item $\mu$ is the known mean of a normal distribution
\item $\sigma$ is the known standard deviation of a normal distribution
\item $\Theta_n$ is the refractive index of a sample n.
\item $\tau$ is the standard deviation of a normal distribution centered at $\mu$ about which $\Theta$, a refractive index, is distributed
\item $\lambda_k$ is $\frac{\sigma}{\tau}$, a contributing factor in Seheult's equation
\item $P_n$ is the probability of finding $n$ groups of glass on the surface of a person's
clothes
\item $T_n$ is the probability that $n$ fragments of glass would be transferred, retained
and found on the suspect's clothing if he had smashed the scene window
\item $S_n$ is the probability that a group of glass fragments on a person's clothing
consists of $n$ fragments
\item $f$ is the probability that a group of fragments on person's
clothing would match the control sample
\item $\lambda$ is the expected number of glass fragments remaining at a time, $t$
\end{itemize}
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