Pursuit Games: An Introduction to the Theory and Applications of Differential Games of Pursuit and EvasionOtomar Hájek This book describes systematic methods for winning in differential games of pursuit and evasion and illustrates the scope and application of the developed procedures. |
Contents
| 1 | |
CHAPTER II BASIC CONCEPTS | 33 |
CHAPTER III STROBOSCOPIC AND ISOCHRONOUS CAPTURE | 55 |
CHAPTER IV ISOCHRONOUS CAPTURE | 135 |
CHAPTER V CAPTURE | 149 |
Other editions - View all
Pursuit Games: An Introduction to the Theory and Applications of ... Otomar Hajek Limited preview - 2008 |
Pursuit Games: An Introduction to the Theory and Applications of ... Ha?jek,Otomar Hájek No preview available - 1975 |
Common terms and phrases
affine manifold appropriate assertion assume bearing navigation bounded compact set constant constraint sets control order control q control system control theory convex set coordinates Differential Games dynamical equation ess Q essential points Example Exercise exterior normal forced to Q game space Hájek Hint holds hyperplane initial position integrable isochronous capture Lemma limsup linear game linear subspace mapping matrix measurable min-max necessary condition nonvoid notation null space obtain obvious optimal Optimal Control player controls problem Proof Proposition Prove pursuer control pursuit games q e Q QED COROLLARY quarry control quarry's RE(t reachable sets Reciprocity Theorem reduced satisfies set Q Show ſº solution span stroboscopic strategy subset symmetric target set term termination condition time-optimal tion treated values vector winning set winning strategy