+\begin{itemize}\itemsep=0pt
+\item $|w|$ Bandlimit
+\item $|w|$ Hamming
+\item $|w|$ Hanning
+\item $|w|$ Cosine
+\item $|w|$ Sinc
+\item Shepp
+\item Bandlimit
+\item Sinc
+\item Hamming
+\item Hanning
+\item Cosine
+\item Triangle
+\end{itemize}
+}
+\twocolitem{\textbf{Domain}}{Selects either the \texttt{Frequency} or \texttt{Spatial} domains. The filters have the
+frequency domain as their natural domain.}
+\twocolitem{\textbf{X Size}}{Number of columns in the output image.}
+\twocolitem{\textbf{Y Size}}{Number of rows in the output image.}
+\twocolitem{\textbf{Hamming Parameter}}{ This parameter adjusts the smoothing of the Hamming
+filter and can range from \texttt{0} to \texttt{1}.
+At a setting of \texttt{1}, the Hamming filter is the same as the bandlimit filter.
+At a setting of \texttt{0.54}, the Hamming filter is the same as the Hanning
+window.}
+\twocolitem{\textbf{Bandwidth}}{Sets the bandwidth of the filter.}
+\end{twocollist}
+\begin{twocollist}
+\twocolitem{\textbf{Axis (input) Scale}}{Sets the scale for the filter input. By default, the input to the filter is
+the distance in pixels from the center of the image. By changing this value, one can set a scale the input to the filter.
+For example, if the output image is \texttt{101} by \texttt{101} pixels and thus the center of the image is at \texttt{(50,50)}, then a pixel
+lying at point \texttt{100,50} would be 50 units from the center of the filter. By applying an \texttt{Axis scale} of
+\texttt{0.1}, then that point would be scaled to 5 units from the center of the filter.}
+\twocolitem{\textbf{Filter (output) Scale}}{Multiplies the output of the filter by this amount. By default, the filter has a maximum
+value of \texttt{1}.}
+\end{twocollist}
+
+\subsection{File - Preferences}\label{IDH_DLG_PREFERENCES}\index{Dialog!Preferences}