Parameterization of configuration space obstacles in three-dimensional rotational motion planning
This work addresses motion planning challenges for robotics or computer graphics, but it appears incremental as it builds toward a more comprehensive description.
The study tackled the problem of describing the exact geometry of configuration space obstacles in 3D rotational motion planning by deriving a parameterization for triangulated or ball-approximated scenes, resulting in an important step toward a complete description of the configuration space structure.
This study investigates the exact geometry of the configuration space in three-dimensional rotational motion planning. A parameterization of configuration space obstacles is derived for a given triangulated or ball-approximated scene with an object rotating around a given point. The results obtained are an important step towards a complete description of the rich structure of a configuration space in three-dimensional rotational motion planning.