Pdf Generalized Kkm Type Theorems In Gfc Spaces And Applications The aim of the present paper is to develop generalized kkm type theorems along with generalized kkm classes and applications in deriving some section and coincidence theorems and geometric results, which are equivalent to these kkmtype theorems. Some generalized kkm (resp., s kkm) type theorems are proved in fc spaces under much weak assumptions. as applications, some new section theorems and coincidence theorems are established in fc spaces.
Pdf On Generalized Kkm Theorems In this paper, gfc kkm maps with compactly closed (or compactly open) values are established in gfc space, and some kkm type theorems are given. finally, as applications, some fixed point theorems and inequalities are proved. these theorems generalize some related results in the recent literature. Kkm type theorems, coincidence theorems and geometric section theorems are established to generalize recent known results. In this paper, we present a modular version of kkm and generalized kkm mappings and then we establish a characterization of generalized kkm mappings in modular spaces. The aim of the present paper is to develop generalized kkm type theorems along with generalized kkm classes and applications in deriving some section and coincidence theorems and geometric results, which are equivalent to these kkm type theorems.
Pdf Generalized Fixed Point Theorems Applications In this paper, we present a modular version of kkm and generalized kkm mappings and then we establish a characterization of generalized kkm mappings in modular spaces. The aim of the present paper is to develop generalized kkm type theorems along with generalized kkm classes and applications in deriving some section and coincidence theorems and geometric results, which are equivalent to these kkm type theorems. In this paper, gfc kkm maps with compactly closed (or compactly open) values are established in gfc space, and some kkm type theorems are given. finally, as applications, some fixed point theorems and inequalities are proved. Some generalized kkm (resp., s kkm) type theorems are proved in fc spaces under much weak assumptions. as applications, some new section theorems and coincidence theorems are. We obtain a generalized continuous selection theorem and a coincidence theorem for generalized convex spaces. some new himmelberg type theorems and eilenberg montgomery and gorniéwicz type fixed point theorems for mappings with kkm property are established in noncompact lg spaces. moreover, applications to these fixed point theorems for existence of equilibria are given. In this paper, gfc kkm maps with compactly closed (or compactly open) values are established in gfc space, and some kkm type theorems are given. finally, as applications, some fixed point theorems and inequalities are proved. these theorems generalize some related results in the recent literature.
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