Titlebook: Topics in Fixed Point Theory; Saleh Almezel,Qamrul Hasan Ansari,Mohamed Amine Kh Book 2014 Springer International Publishing Switzerland 2

inclusive

Banach Contraction Principle and Its Generalizations,s one of the most important results of analysis and considered as the main source of metric fixed point theory. It is the most widely applied fixed point result in many branches of mathematics because it requires the structure of complete metric space with contractive condition on the map which is e

MARS

奇思怪想

Fixed Point Theory in Hyperconvex Metric Spaces,l Fixed Point Theory. Hyperconvex metric spaces were introduced by Aronszajn and Panitchpakdi in 1956 in relation to the problem of extending uniformly continuous mappings defined between metric spaces. It was obvious from the very beginning that the structure given by the hyperconvexity of the metr

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与野兽博斗者

Fixed Point Theory in Ordered Sets from the Metric Point of View,ime that metric ideas and concepts could be defined in discrete sets. In particular one can show that graphs or order preserving maps are exactly the class of nonexpansive mappings defined on metric spaces. Pouzet and his students Jawhari and Misane were able to build on Quilliot’s ideas to establis

Fracture