0000000000555466

AUTHOR

L. Thibault

showing 1 related works from this author

Approximations and Metric Regularity in Mathematical Programming in Banach Space

1993

This paper establishes verifiable conditions ensuring the important notion of metric regularity for general nondifferentiable programming problems in Banach spaces. These conditions are used to obtain Lagrange-Kuhn-Tucker multipliers for minimization problems with infinitely many inequality and equality constraints.

Minimisation (psychology)Mathematical optimizationGeneral MathematicsMathematics::Optimization and ControlConstrained optimizationBanach spaceSubderivativeManagement Science and Operations ResearchComputer Science Applicationssymbols.namesakeLagrange multiplierMetric (mathematics)symbolsVerifiable secret sharingMinificationMathematicsMathematics of Operations Research
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