Fixed Point Theory in Certain Spaces - SINGH, LAISOM SHARMESWAR
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This book is a study of fixed point theory and the underlying spaces, viz. Metric, Symmetric, D_-metric and Topological vector space valued cone spaces. After a comprehensive general introduction to the terminologies of fixed point theory, the present book abounds theorems with proofs in considerable detail, examples and counter-examples. It aims to delineate a comparative study of various types of compatible maps, including weakly compatible maps in metric Spaces. It attempts to characterize occasionally weakly compatible maps with weakly biased maps.

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Produktbeschreibung
This book is a study of fixed point theory and the underlying spaces, viz. Metric, Symmetric, D_-metric and Topological vector space valued cone spaces. After a comprehensive general introduction to the terminologies of fixed point theory, the present book abounds theorems with proofs in considerable detail, examples and counter-examples. It aims to delineate a comparative study of various types of compatible maps, including weakly compatible maps in metric Spaces. It attempts to characterize occasionally weakly compatible maps with weakly biased maps.
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Autorenporträt
LAISOM SHARMESWAR SINGH passed his M.Sc. (Mathematics) degree from Banaras Hindu University (B.H.U.), Varanasi, India, and also completed his Ph.D. (Mathematics) degree and M.Ed. degree from Manipur University, Canchipur, India. He is currently serving as an Assistant Professor in the Department of Teacher Education, Manipur University, Canchipur.