Constructive Theory of Positional Differential Games and Generalized Solutions to Hamilton—Jacobi Equations

Published: Jan 1, 1999
Abstract
This chapter first presents the basic notions of the theory of positional differential games, including the notions of feedback strategy and stable bridge, and of the theory of minimax solutions for Hamilton—Jacobi equations. In this framework constructive and numerical methods are developed for time-optimal as well as fixed-horizon games by the procedure of extremal aiming. Mixed feedback strategies and counterstrategies are also studied....
Paper Details
Title
Constructive Theory of Positional Differential Games and Generalized Solutions to Hamilton—Jacobi Equations
Published Date
Jan 1, 1999
Journal
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