Fixed Point Theory For Non Self Weakly Contractive Mappings Defined Implicitly Using Multiplicative C Class Functions
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Fixed Point Theory for Non-Self Weakly Contractive Mappings Defined Implicitly Using Multiplicative C-class Functions
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 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.
Fixed Point Theory for Weakly Contractive Maps Defined Implicitly Using Multiplicative C-class Functions
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 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.
Fixed Point Theory for Weakly Contractive Cyclical Mappings Defined Implicitly Using Multiplicative C-class Functions
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.