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Topological Degree Theory and Fixed Point Theorems in Fuzzy Normed Space

机译:模糊赋范空间中的拓扑度理论和不动点定理

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In this paper, the topological degree theory and fixed point theorems in fuzzy normed space are introduced. We focus on the generalized topological degree of A-proper mapping, fixed point theorems for F1-compact mapping and Kakutani fixed point theorem for multivalued mapping in fuzzy normed space.
机译:介绍了模糊赋范空间中的拓扑度理论和不动点定理。我们关注于A-proper映射的广义拓扑度,F1紧致映射的不动点定理和模糊赋范空间中多值映射的Kakutani不动点定理。

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