alexa Abstract | Common Fixed Point Theorem in T0 Quasi Metric Space
ISSN: 2476-2296

Fluid Mechanics: Open Access
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Research Article Open Access

Abstract

In this paper, we prove fixed point theorems for generalized C-contractive and generalized S-contractive mappings in a bi-complete di-metric space. The relationship between q- spherically complete T0 Ultra-quasi-metric space and bi-complete diametric space is pointed out in proposition 5.1. This work is motivated by Petals and Fvidalis in a T0-ultraquasi- metric space 2000 AMS Subject Classification: 47H17, 74H05, 47H09.

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Author(s): Balaji R Wadkar1, Ramakant Bhardwaj2, Lakshmi Narayan Mishra3* and Basant Singh1

Keywords

Fixed point, Generalized C-contraction, Generalized S-contraction, Spherically complete, Bi-complete di-metric, Autowave Vortex,Dissipative Particle Dynamics,Electron Microscopy, Electronics Fluid Dynamics,Gravitation, Magnetism, Mechanical Engineering, Molecular Dynamics Physics, Quantum Vortex, Radio Astronomy, Scalar Wave, Superconductors, Superfluid?s,Turbulent Flow, Vertical Flow, Vortex, Vortices, Wireless

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