Multidimensional coincidence point results for generalized $(\psi ,\theta ,\varphi)$-contraction on ordered metric spaces | Zendy

Bhavana Deshpande | Zendy; Amrish Handa | Zendy

Open Access

Multidimensional coincidence point results for generalized $(\psi ,\theta ,\varphi)$-contraction on ordered metric spaces

Author(s) -

Bhavana Deshpande,

Amrish Handa

Publication year - 2017

Publication title -

journal of nonlinear analysis and application

Language(s) - English

Resource type - Journals

ISSN - 2193-3472

DOI - 10.5899/2017/jnaa-00314

Subject(s) - mathematics , coincidence , contraction (grammar) , metric space , point (geometry) , pure mathematics , coincidence point , metric (unit) , philosophy , geometry , linguistics , medicine , business , alternative medicine , pathology , marketing

The main objective of this research article is to establish some coincidence point theorem for $g$-non-decreasing mappings under generalized $(\psi ,\theta ,\varphi )$-contraction on a partially ordered metric space. Furthermore, we show how multidimensional results can be seen as a simple consequences of our unidimensional coincidence point theorem. Our results modify, improve, sharpen, enrich and generalize various known results

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