Necessary minimum conditions and steepest descent directions in quasi-differential calculus: independence of the specific forms of quasidifferentials

Z. Wang Electrical Engineering Department, University of California, 56-125B ENGR. IV, Los Angeles, CA, 90024-1594, USAView further author information

R. Mortensen Electrical Engineering Department, University of California, 56-125B ENGR. IV, Los Angeles, CA, 90024-1594, USAView further author information

Abstract

Necessary minimum conditions on an equality-type constraint and various steepest decent (or descent) directions are studied with respect to the dependence on the special form of a quasidifferential. It turns out that all of them are independent of the different equivalent quasidifferentials

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Z. Wang

R. Mortensen

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Necessary minimum conditions and steepest descent directions in quasi-differential calculus: independence of the specific forms of quasidifferentials

Notes on contributors

Z. Wang

R. Mortensen

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Necessary minimum conditions and steepest descent directions in quasi-differential calculus: independence of the specific forms of quasidifferentials

Abstract

Additional information

Notes on contributors

Z. Wang

R. Mortensen

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Academic Permissions

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