Nondominated Decisions and Cone Convexity in Dynamic Multicriteria Decision Problems.
TEXAS UNIV AUSTIN CENTER FOR CYBERNETIC STUDIES
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The concepts of domination structures and of nondominated decisions are extended to dynamic decision problems. Previously derived results are used in conjunction with optimal control theory to deduce necessary as well as sufficient conditions for nondominated controls. Cone convexity for dynamic problems is discussed and sufficient conditions are given for a class of linear systems. Author
- Operations Research