Level-Set Random Hypersurface Models for tracking non-convex extended objects

摘要

This paper presents a novel approach to track a non-convex shape approximation of an extended target based on noisy point measurements. For this purpose, a novel type of Random Hypersurface Model (RHM), called Level-Set RHM is introduced that models the interior of a shape with level-sets of an implicit function. Based on the Level-Set RHM, a nonlinear measurement equation can be derived that allows to employ a standard Gaussian state estimator for tracking an extended object even in scenarios with high measurement noise. In this paper, shapes are described using polygons and shape regularization is applied using ideas from active contour models.