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\section{Interval Skip List}
% +========================================================================+
\subsection{Definition}
% +========================================================================+
An interval skip list is a data strucure for finding all intervals
that contain a point, and for stabbing queries, that is for answering
the question whether a given point is contained in an interval or not.
The implementation we provide is dynamic, that is the user can freely
mix calls to the methods \ccc{insert(..)}, \ccc{remove(..)},
\ccc{find_intervals(..)}, and \ccc{is_contained(..)}
The interval skip list class is parameterized with an interval class.
The data structure was introduced by Hanson~\cite{}, and it is called
interval skip list, because it is an extension of the randomized list
structure known as skip list~\cite{}. .
% +========================================================================+
\subsection{Example Programs}
% +========================================================================+
\label{sectionIntervalskiplistExamples}
We give two examples. The first one uses a basic interval class. In
the second example we create an interval skip list for the $z$-ranges
of the faces of a terrain, allowing to answer level queries.
% +-------------------------------------------------------------+
\subsubsection{First Example with Simple Interval}
The first example reads two numbers \ccc{n} and \ccc{d} from \ccc{std::cin}.
It creates n intervals of length \ccc{d} with the left endpoint at \ccc{n}.
It then reads out the intervals for the 1-dimensional points with
coordinates $0 ... n+d$.
The interval skip list class has as template argument an interval
class. In this example we use the class \ccc{Interval_skip_list_interval}.
\newpage
\ccIncludeExampleCode{Interval_skip_list/intervals.C}
% +-------------------------------------------------------------+
\subsubsection{Example with Faces of a Triangulated Terrain}
This example creates an interval skip list that allows to find all the faces
of a terrain intersected by an horizontal plane with given level.
The data points for the terain are read from a file.
As model for the interval concept, we use a class that is a wrapper
around a face handle of a triangulated terrain. Lower and upper bound
of the interval are smallest and largest $z$-coordinate of the face.
\ccIncludeExampleCode{Interval_skip_list/terrain.C}
% +--------------------------------------------------------+
%\input{Interval_skip_list_ref/main}
% EOF