Normal coderivative for multifunctions and implicit function theorems
Copyright policy )Normal coderivative for multifunctions and implicit function theorems
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- Institute of Mathematics Viet Nam
- Vietnam Academy of Science and Technology Viet Nam
- Pukyong National University Korea (Republic of)
Pseudo-Lipschitz property, Methods involving semicontinuity and convergence; relaxation, implicit function theorem, Applied Mathematics, Nonsmooth analysis, Abstract inverse mapping and implicit function theorems involving nonlinear operators, Metric projection, Normal coderivative, pseudo-Lipschitz property, metric projection, lower semicontinuity, Metric regularity, Multifunction, multifunction, normal coderivative, Differentiation theory (Gateaux, Fréchet, etc.) on manifolds, Lower semicontinuity, metric regularity, Implicit function theorem, Analysis
Pseudo-Lipschitz property, Methods involving semicontinuity and convergence; relaxation, implicit function theorem, Applied Mathematics, Nonsmooth analysis, Abstract inverse mapping and implicit function theorems involving nonlinear operators, Metric projection, Normal coderivative, pseudo-Lipschitz property, metric projection, lower semicontinuity, Metric regularity, Multifunction, multifunction, normal coderivative, Differentiation theory (Gateaux, Fréchet, etc.) on manifolds, Lower semicontinuity, metric regularity, Implicit function theorem, Analysis
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