Study of fixed point theorems, contractive and non contractive mapping - Tiwari, Surendra Kumar;Dubey, R. P.
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The accomplishments in the field of functional analysis in the last few decades are mainly the developments of new creative methods to use the fundamental tools of functional analysis, either in theory where they had not been applied before or in the construction of more powerful directions to handle functional analysis. Functional analysis embodies the abstract approach in analysis; it studies the functions rather than an individual function. It gives many fundamental notions relevant for the description, analysis, numerical approximation, medicine, ecology, agro- industries and computer…mehr

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Produktbeschreibung
The accomplishments in the field of functional analysis in the last few decades are mainly the developments of new creative methods to use the fundamental tools of functional analysis, either in theory where they had not been applied before or in the construction of more powerful directions to handle functional analysis. Functional analysis embodies the abstract approach in analysis; it studies the functions rather than an individual function. It gives many fundamental notions relevant for the description, analysis, numerical approximation, medicine, ecology, agro- industries and computer simulation processes. It also discovers solutions to problems occurring in pure, applied and social sciences.
Autorenporträt
Dr. S. K. Tiwari is working as Associate Professor & Head of Department of Mathematics at Dr.C.V.Raman University Kota Bilaspur(C.G.)India. His research concentrated on "Fixed Point theorems, Contractive mapping, specially in Topological space as Cone Metric spaces.He has published more than 28 research papers in national/International Journals.