... some **common** **fixed** **point** theorems in **complete** **Metric** ...some **common** **fixed** **point** theorems for weakly commuting mappings satisfying a contractive conditions in ...

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... a **common** **fixed** **point** theorem for commuting mappings in 1976, that generalizes the Banach’s [1] **fixed** **point** theorem in a **complete** **metric** ...some **common** **fixed** ...

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... some **common** **fixed** **point** theorems in **complete** **Metric** **space** ...some **common** **fixed** **point** theorems for weakly commuting mappings satisfying a contractive ...

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... some **common** **fixed** **point** theorem using two and four pair of weakly commuting mappings in **complete** **metric** **space** using the result of ...

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... a **common** **fixed** **point** theorem for commuting mappings in 1976, which generalizes the Banach’s [1] **fixed** **point** theorem in **complete** **metric** ...some **common** **fixed** ...

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... a **common** **fixed** **point** theorem for commuting mappings in 1976, which generalizes the Banach’s [1] **fixed** **point** theorem in **complete** **metric** ...some **common** **fixed** ...

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... Abstract —In this paper, we consider the existence of **common** ﬁxed points for a compatible pair of self maps of Gregus type deﬁned on a **complete** linear **metric** **space**. We also establish the ...

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... In this paper new ﬁxed point theorem in complete quasi metric space has been proved for mappings satisfying some new type of rational contraction conditions.. A complete metric space is[r] ...

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... a **common** **fixed** **point** theorem for quadruple weakly compatible mappings satisfying construction modulus in **complete** **metric** ...Some **common** **fixed** **point** theorem in ...

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... i.e every contraction map on a **complete** **metric** **space** has **fixed** **point**. Inequality (1.1) implies continuity of . This theorem is very popular and effective tool in solving existence ...

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... must **point** out that they have given most of their attention to the class of fuzzy sets with nonempty compact α-cut sets in the **metric** **space** X , but few of their attention to the class of fuzzy sets ...

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... a **complete** S-**metric** **space** and {f } is a sequence of self maps of X such that there is an ∈ A for which ...a **point** ∈ and this is the unique **common** **fixed** **point** of the ...

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... In 1963, Gahler [1] [2] introduced 2-**metric** spaces and claimed them as gene- ralizations of **metric** spaces. But many researchers proved that there was no rela- tion between these two spaces. These ...

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... a **complete** – chainable intuitionistic fuzzy **metric** spacewith continuous t-norm and continuous t-conorm definedby a a a and 1– a 1– a 1– a for all a 0, 1 ...

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... in **metric** **space** (X, d), which is equivalent to the concept of α-compatible mappings and as well as α-compatible mappings of type (A) under certain ...a **common** α-**fixed** **point** theorem for ...

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... Abstract: In the present paper, we prove a common fixed point theorem for six weakly compatible selfmaps of a complete G-metric space.. As an illustration, we give an example.[r] ...

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... which implies d(Au, z) = 1, i.e Au = z = Iu. Since A(X ) ⊂ J(X ), implies that z ∈ J(X), Let v ∈ J −1 (z). Then Jv = z. Again using this argument it can easily show that Bv = z yielding there by Jv = Bv = z. The ...

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... some **common** ﬁxed **point** theorems for four self maps on a **complete** fuzzy **metric** **space** satisfying an implicit ...a **common** ﬁxed **point** theorem for weakly compatible maps on a ...

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... applications. **Fixed** **point** theorems in fuzzy mathematics are emerging with vigorous hope and vital ...fuzzy **metric** spaces paves a way for very soothing machinery to develop **fixed** **point** ...

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... The **fixed** **point** theory is an important and major topic of the nonlinear functional analysis and finds some nice applications to other branches of ...as **metric**, Banach, Hilbert, locally convex and ...

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