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portada Fixed Point Theorem in Different Spaces
Type
Physical Book
Publisher
Author
Language
English
Pages
108
Format
Paperback
ISBN13
9786207805389

Fixed Point Theorem in Different Spaces

Dr. Rita Pal; Dr. Anil Kumar Dubey (Author) · Lap Lambert Academic Publishing · Paperback

Fixed Point Theorem in Different Spaces - Dr. Rita Pal; Dr. Anil Kumar Dubey

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Synopsis "Fixed Point Theorem in Different Spaces"

The development of computers has led to the emergence of numerous scientific and technological fields of study. At the same time as it has replaced and replicated the uses of mathematics in science and technology, it has also highlighted a lot of issues with mathematical theories. Functional analysis and topology are closely linked topics that were discussed before. The fixed point theorem has emerged as a key instrument for research in both mathematics and other branches of management science and technology. The purpose of our research is to illuminate the novel features of fixed point theorems in various spaces with regard to applications. Our study aims to uncover innovative aspects of Banach fixed point theorems or Banach contraction theorem in different metric spaces such as TVS-Cone metric space, c distance in cone metric space, c -complete complex valued metric space, complex valued b-metric space and Modular metric space . Henceforth, it has become a very important study for correlating and coordinating various aspects of fixed point theorems.

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