We prove the existence of a point of coincidence for a pair of selfmaps (f, T) of a metric space
(X, d) in which T is a generalized weakly contractive map with respect to f, through the …

We define generalized weakly contractive condition for two pairs of selfmaps and prove the
existence of common fixed points of these maps under the assumptions that these two pairs …

Abstract In 2005, B. Singh and S. Jain [A fixed point theorem in Menger space through weak
compatibility, J. Math. Anal. Appl. 301 (2005), 439-448] proved a fixed point theorem for six …

In this paper the existence and approximation of a unique common fixed point of two families
of weakly compatible self-maps on a complete metric space are investigated. An example is …

A Common Fixed Point Theorem For Weakly Compatible Mappings Page 1 Applied
Mathematics E-Notes, 10(2010), 167-174 c© ISSN 1607-2510 Available free at mirror sites of …

In this paper we establish coincidence fixed point and common fixed point theorem for two
self mappings which satisfies a ψ∫ φ weakly contractive condition of integral type in …

Let $(X, d) $ be a complete metric space and let $ f, g: X\to X $ be two mappings which
satisfy a ($\psi $-$\varphi $)-weak contraction condition or generalized ($\psi $-$\varphi $) …

Recently, Zhang and Song [Q. Zhang, Y. Song, Fixed point theory for generalized ϕ-weak
contractions, Appl. Math. Lett. 22 (2009) 75-78] proved a common fixed point theorem for two …

In this paper, utilizing the notion of the common limit range property, we prove some new
integral type common fixed point theorems for weakly compatible mappings satisfying a φ φ …

In the present paper, we prove two theorems. In first theorem, we prove fixed point result for
self-maps in the metric space under contractive condition of integral type by altering …