Lion and Man: The General Case.
STANFORD UNIV CALIF DEPT OF STATISTICS
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A pursuer L and an evader M, confined to a circular arena, move with speeds bounded by 1 and w 1, respectively. The author shows that the following holds for some d0. Given any starting positon, L can get to within d of M in a finite time. Also there exist from getting with d - epsilon of M. The fact that L can attain d contrasts our results with Besicovitchs famous results for Rados problems the case W 1. Author
- Operations Research