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In this paper, we investigate the performance of a set based tracker in clutter with no target present. If there is a positive probability of clutter-only tracks lasting an infinite time in such an environment, then a tracker cannot be expected to perform well under these clutter conditions when a target is present. In order to analyse the problem, a continuous space model is simplified and discretised. It is shown that this discretised model is a percolation process, which undergoes a phase transition. This means that there exists a critical false alarm probability for the system, below which clutter tracks die out infinite time, and above which clutter tracks have a positive probability of surviving indefinitely. A theoretical lower bound for this critical clutter probability is derived, which is then verified by Monte Carlo simulation. © 2005 IEEE.

Original publication

DOI

10.1109/ICIF.2005.1591837

Type

Conference paper

Publication Date

01/01/2005

Volume

1

Pages

7 - 13