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Extending the Rademacher Theorem to Set-Valued Maps
SIAM Journal on OptimizationzbMATH Open Web Interface contents unavailable due to conflicting licenses.
Aris Daniilidis, Marc Quincampoix
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A calculus for set-valued maps and set-valued evolution equations
Set-Valued Analysis, 1995The author considers a range of problems related to differential calculus of set-valued maps. The proposed constructions are developed on the base of the concept of a multiaffine mapping or, simply, a multiaffine. By the definition a multiaffine is the mapping whose graph may be represented as the union of the graphs of a family of single-valued ...
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A Notion of Fenchel Conjugate for Set-Valued Mappings
Journal of Optimization Theory and ApplicationszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Nguyen Mau Nam +3 more
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Approximation of nonconvex set valued mappings
1985The authors give a proof for the following theorem, which is a result on the approximation of a nonconvex set-valued mapping by a continuous function. Suppose that \(V\subset I\times R^ n\) and that F:V\(\to (non\)- empty compact contractible subsets of \(R^ n\}\) is an upper semicontinuous multiple valued function.
ANICHINI, GIUSEPPE +2 more
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On the proximal mapping for multi-valued monotone variational inequality problems
Optimization Letters, 2022Xuan Thanh Le, Muu Le Dung
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Fixed Point Theory Using ψ Contractive Mapping in C ∗ -Algebra Valued B-Metric Space
Mathematics, 2021Saleh Omran +2 more
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Fan’s inequality for set-valued maps
Nonlinear Analysis: Theory, Methods & Applications, 2001Georgiev, Pando Gr., Tanaka, Tamaki
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