In this paper, we study the existence and uniqueness of coupled coincidence and common fixed points
for single-valued and fuzzy mappings under contraction condition of rational type in b-metric space with a partial order and prove the existence of coupled coincidence and common fixed
points for two single-valued mappings.

In this paper, we study the existence and uniqueness of coupled coincidence and common fixed points
for single-valued and fuzzy mappings under contraction condition of rational type in b-metric space with a partial order and prove the existence of coupled coincidence and common fixed
points for two single-valued mappings.

In this paper, some coupled coincidence and common xed point theorems for two self
mappings have been derived which satisfy certain inequality involving a function of two variables
that measures the distance between points in ordered metric spaces. For particular choices of the
function several generalizations of many xed point theorems which contain altering distance
functions may be obtained. Our results can be applied directly to study multidimensional xed
point theorems which cover the concepts of coupled , tripled, quadruple xed point etc.

In this paper, some coupled coincidence and common xed point theorems for two self
mappings have been derived which satisfy certain inequality involving a function of two variables
that measures the distance between points in ordered metric spaces. For particular choices of the
function several generalizations of many xed point theorems which contain altering distance
functions may be obtained. Our results can be applied directly to study multidimensional xed
point theorems which cover the concepts of coupled , tripled, quadruple xed point etc.

In this paper, we prove some xed point theorems in 2-Menger space under new contraction
conditions.

In this paper, we prove some xed point theorems in 2-Menger space under new contraction
conditions.

In this paper we prove a common fixed point theorem for six
compatible self mappings of type (A) in a complete non-Archimedean Menger
PM-space.

In this paper we prove a common fixed point theorem for six
compatible self mappings of type (A) in a complete non-Archimedean Menger
PM-space.

In this paper, we show that some results of Sharma and Deshpande
[19] are not valid, we also give supporting example. Finally, we consider
the concept of weakly compatible mappings to improve the main result of
Pathak [9].

In this paper, we show that some results of Sharma and Deshpande
[19] are not valid, we also give supporting example. Finally, we consider
the concept of weakly compatible mappings to improve the main result of
Pathak [9].