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Characterization Theorems Inspired by the Hardy-Rogers Map II: Some Results in Cone Metric Spaces By Clement Ampadu
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The book is suggested as collateral reading for people interested in "fixed point theorems for contractive type mappings". We continue the investigation of the rth-order Hardy Rogers map in... More > the setting of cone metric spaces. Some open problems in the form of exercises are proposed. The reader comes to grasp with the nitty-gritty ideas of pure mathematical modeling in research. Construction of theorems and proof writing is developed. Researchers in fixed point theory and their students will find it a delight to read< Less
Fixed Point Theory for Higher-Order Mappings By Clement Ampadu
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Investigates fixed point theory for rth order mappings in various settings. People with interest in fixed point theory from a theoretical and computational standpoint will find it a delight to read.
Characterization Theorems Inspired By the Higher Order Banach Mapping II: Some Results in Multiplicative Cone b-Metric Space By Clement Ampadu
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Serves as collateral reading for people interested in fixed point theorems for contractive type mappings. Researchers in fixed point theory and their students will find it a delight to read. Contains... More > many exercises for further exploration. Construction of theorems and proof writing is developed< Less
Fixed Point Theory for Weakly Contractive Cyclical Mappings Defined Implicitly Using Multiplicative C-class Functions By Clement Ampadu
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We examine the connection between the cyclical extension of weakly contractive maps and C-class functions in the multiplicative analogue of Metric space and Partial metric space.
Convergence Theorems for Berinde Type Non-Expansive Mappings By Clement Ampadu
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We examine the relationship between total asymptotically nonexpansive mappings, I-asymptotically quasi-nonexpansive mappings, nonself asymptotically I-nonexpansive mappings; nonself asymptotically... More > nonexpansive mappings, which are inspired by when the Banach contraction is nonexpansive, with respect to when a certain Berinde-type contraction is nonexpansive< Less
Fixed Point Theory for Weakly Contractive Maps Defined Implicitly Using Multiplicative C-class Functions By Clement Ampadu
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In this monograph we have defined the multiplicative version of weakly contractive mappings implicitly via the multiplicative C-class function and obtained some fixed point theorems for such mappings... More > in the multiplicative analogue of various spaces. A nice feature of this monograph are the (publishable) exercise set, which begs the reader to explore the beautiful connection between weakly contractive mappings, c-class function, and their multiplicative analogue.< Less
Higher-Order Fixed Point Theory in Metric and Multiplicative Metric Space Under r-Compatibility of Mappings and Related Concepts By Clement Ampadu
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We consider the relationship between when the r-times composition of two maps commute, and the concepts of compatible mappings of type (A), faintly compatible mappings, compatible mappings of type... More > (R), compatible mappings of type (P), and compatible mappings of type (K), respectively, and obtain some higher-order fixed point theorems in the sense of [Clement Ampadu, Fixed Point Theory for Higher-Order Mappings. ISBN: 5800118959925, lulu.com, 2016]< Less
Characterization Theorems Inspired by the Hardy-Rogers Map I: Some Results in Metric Spaces By Clement Ampadu
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A research-oriented book focusing on fixed point theorems for contractive type mappings inspired by the Hardy-Rogers Map. Contains many exercises, as the reader begins his or her own investigative... More > inquiry. It is one-of-a-kind research monograph, as the reader gets a taste of how to construct and proof their own theorems.< Less
Higher-Order Fixed Point Theory in Partial Metric Spaces: Some Results Generalizing the Hardy-Rogers Map By Clement Ampadu
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The first to present a systematic study of higher-order fixed point theory on partial metric spaces. People working in fixed point theory with interest in partial metric spaces will find it useful in... More > their research and teaching activities with graduate students, post-doctoral faculty, and professors< Less
Fixed Point Theory for Non-Self Weakly Contractive Mappings Defined Implicitly Using Multiplicative C-class Functions By Clement Ampadu
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In this monograph we have defined the non-self multiplicative version of weakly contractive maps implicitly via the multiplicative C-class and obtained some sufficient conditions that assure the... More > existence and/or uniqueness of the best proximity point in the multiplicative analogue of Metric space, S-Metric Space, and Metric space with Partial Order.< Less

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Genius Matters Genius Matters By Angela Maiers
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