A new form of Kakutani fixed point theorem and intersection theorem with applications
A new form of Kakutani fixed point theorem and intersection theorem with applications
In this paper sufficient conditions for the existence of a solution for the inclusion problem \(x^*\in \operatorname{conv}(A(x^*))\) are given. Some consequences are obtained. Unfortunately, the paper contains some typos/misprints that make it difficult to understand.
- ISIK UNIVERSITY Turkey
topological vector space, Topological vector space, Quasi-equilibrium problem, Fixed-point theorems, KKM mapping, Fixed-point and coincidence theorems (topological aspects), set-valued mapping, Set-valued and function-space-valued mappings on manifolds, quasi-equilibrium problem, Fixed-point theorems on manifolds, intersection theorem, Kakutani's fixed point theorem
topological vector space, Topological vector space, Quasi-equilibrium problem, Fixed-point theorems, KKM mapping, Fixed-point and coincidence theorems (topological aspects), set-valued mapping, Set-valued and function-space-valued mappings on manifolds, quasi-equilibrium problem, Fixed-point theorems on manifolds, intersection theorem, Kakutani's fixed point theorem
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