2012Unpublished venueRequires access

Coincidence Points for Mappings under Generalized Contraction

Ajay Gairola, Mahesh C. Joshi

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Abstract

In this paper we establish some results on the existence of coincidence and fixed points for multi-valued and single valued mappings extending the result of Feng and Liu [2] and Liu et.al [5]. It is also proved with counter example that our results generalize and extend some well known results.

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What this paper is about

In this paper we establish some results on the existence of coincidence and fixed points for multi-valued and single valued mappings extending the result of Feng and Liu [2] and Liu et.al [5]. It is also proved with counter example that our results generalize and extend some well known results.

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Available abstract

In this paper we establish some results on the existence of coincidence and fixed points for multi-valued and single valued mappings extending the result of Feng and Liu [2] and Liu et.al [5]. It is also proved with counter example that our results generalize and extend some well known results.

Key concepts: Coincidence, Coincidence point, Mathematics, Fixed point, Contraction (grammar), Point (geometry), Discrete mathematics, Key (lock)

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