Altering distance functions in probabilistic fixed point theory have been recently considered
by BS Choudhury and K. Das. In this paper we establish some fixed point results involving …

We establish some fixed point theorems by introducing two new classes of contractive
mappings in Menger PM-spaces. First, we prove our results for an α-ψ-type contractive …

The point of coincidence and common fixed point for a pair of mappings in cone metric spaces -
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Here we prove a probabilistic contraction mapping principle in Menger spaces. This is in line
with research in fixed point theory using control functions which was initiated by Khan et …

In the present work we prove a coincidence point theorem in Menger spaces with a t-norm T
which satisfies the condition sup {T (t, t): t< 1}= 1. As a corollary of our theorem we obtain …

Several hybrid probabilistic contractions with a gauge function φ are considered. Using the
properties of the pseudo-metric and the triangular norm, some common coupled fixed point …

In this work, we establish some fixed point theorems by revisiting the notion of ψ-contractive
mapping in Menger PM-spaces. One of our results (namely, Theorem 2.3) may be viewed as …

1. IJPAST_Vol. 4, No. 1_ Revised Page 1 Int. J. Pure Appl. Sci. Technol., 4(1) (2011), pp. 1-9
International Journal of Pure and Applied Sciences and Technology ISSN 2229 - 6107 …

The aim of this paper is to improve conditions proposed in recently published fixed point
results for complete and compact fuzzy metric spaces (Ćirić in Chaos Solitons Fractals 42 …

Fixed point theory in partially ordered metric spaces has greatly developed in recent times.
In this paper we prove certain fixed point theorems for multivalued and singlevalued …