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Browsing by Author "Wangwe, Lucas"

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    Fixed point theorem on CATp(0) metric spaces with applications in solving matrix equations and fractional differential equations
    (AIMS Mathematics, 2025-05-15) Sajid, Mohammad; Wangwe, Lucas; Hemanta, Kalita; Kumar, Santosh
    This paper aimed to explore fixed point theorems for CMJ generalized mappings in CATp(0) metric spaces. To strengthen the established results, we presented a positive example. In applications, we found the existence of the solution to nonlinear matrix equations, and unique solutions of two scale fractal hybrid fractional differential equations in CATp(0).
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    Fixed point theorems for extended interpolative Kanann- iri¢-Reich-Rus non-self type mapping in hyperbolic complex-valued metric space
    (Euro-Tbilisi Mathematical Journal, 2023) Wangwe, Lucas; Rathour, Laxmi; Mishra, Lakshmi N.; Mishra, Vishnu N.
    This paper aims to demonstrate the xed point theorem for extended interpolative non-self type contraction mapping in hyperbolic complex-valued metric spaces. We provide an example for veri cation of the results. Further, as an application, we prove the existence and uniqueness of solutions for a class of Hadamard partial fractional integral equations by applying some fixed point theorems.
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    Fixed point theorems for generalized interpolative non expansive mappings in CATp(0) metric spaces
    (2024-05-03) Wangwe, Lucas
    This paper aims to prove xed point theorems for generalized interpolative non expansive mappings in CATp(0) metric spaces. Also provide a constructive example to support the proven results. The results proved here will be illustrated with an application to Hopf Bifurcations in a Delayed-Energy Based Model of Capital Accumulation.

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