

\subsection{\bf Bubble/Spectrometer---Physics}
\subsection{\bf Individual Events with Continuous}
\subsection{\bf Distributions---IV}

\begin{slide}
\begin{itemize}
\item Now, fortunately, arbitrary $dx_i$, $i=1\ldots N$ are
independent of theoretical parameters and so can be dropped (at
further cost to the significance of normalization of $L$).

\item So our fundamental formula for $L$ in a continuous distribution
is
\[
L = \exp \left\lbrack - \int\limits p(x)\, dx\, t \right\rbrack \prod^N_{i=1} p
(x_i, \alpha) t
\]
\end{itemize}
\end{slide}

