[PDF] Top 20 A Fixed Point Theorems for Soft Contractive Mapping by Using Altering Distance Function

... on soft set theory and presented an application of soft sets in decision making ...of soft set parameterization reduction and a comparison of it with attribute reduction in rough set ...on ... See full document

... fixed point results for f : X → X. Using the same altering distance in this paper several fixed point results are proved in complete and compact fuzzy metric spaces in- troducing stronger ... See full document

... the fixed point theorem for four sub compatible maps under a contractive condition of integral ...to fixed point theory of non-expansive multi-valued ... See full document

... all altering distance function Definition ...self mapping of a cone metric space (X, d) and P is a normal cone with a non empty fixed point set F(T ... See full document

... in fixed point theory based on the notion of G-metric spaces (see [5, 6, 7, 8, 9, 11, ...the fixed point theory is the cyclic ...in fixed point theory for cyclic mappings ... See full document

... contraction mapping principle in partially ordered metric ...some fixed point theorems of generalized contraction mappings in a complete metric space endowed with a partial ...to fixed ... See full document

... coincidence point and common fixed point theorems in complete ordered metric spaces for mappings satisfying a contractive condition which involves two generalized altering ... See full document

... generalized altering distance function. he proved a common fixed point for two self-mapping satisfying a contractive inequality which involves two generalized ... See full document

... Fixed point theory has fascinated many mathematicians since  with the celebrated Ba- nach’s fixed point ...theorem. Fixed point theory plays a major role within as well as outside ... See full document

... If (X, p) is a partial metric space, then clearly (p × p) : X × X → R defined by (p × p)((x, y), (u, v)) = p(x, u) + p(y, v) is a partial metric, and hence (X × X, (p × p)) is a par- tial metric space. Clearly, if (X, p) ... See full document

... g-monotone mapping, we prove some coupled coincidence and coupled common fixed point theorems for nonlinear contractive mappings in partially ordered complete quasi-metric spaces with a ... See full document

... Contraction Mapping Principle. Anoth- er interesting and significant fixed point results as a generalization of Banach Contraction Principle have been established by using the notion of ... See full document

... of altering distance, and we introduce a new notion of ( αψ , βϕ )-contractive ...fixed point for such mapping in the context of complete metric ...presented theorems of this ... See full document

... a mapping S generated by d in Example 2.11 is an e-distance and an e-type mapping with respect to ...e-type mapping with respect to some e-distance; but there exists a function h ... See full document

... corresponding theorems of Rhoades [11] for a pair of mapping in which one is weakly contractive with respect to the other which is further generalized by Azam and Shakeel [3] in convex metric ... See full document

... In this paper, using contractive control function and CLR / JCLR property two fixed point theorems for self-mappings in a Menger space are mainly proved and also conside[r] ... See full document

... (Fixed Point Theory Appl. 2012:40, 2012) initiated the study of fixed point theorems for mappings satisfying cyclical generalized contractive conditions in complete partial metric ... See full document

... fixed point for weak contractions and generalized contrac- tions was extended to partially ordered metric spaces in [, ...involve altering distance ...fixed point theorems with the help ... See full document

... Theorem 2.1. Let , be a complete cone -metric space and be a normal cone with normal constant " . Suppose the mapping : → satisfies the following conditions: B, B, C ≼ ℎ B, B, C (2.1) for all B, C ∈ . Then has ... See full document

... Afterwards, many authors continued the study of Branciari and obtained many fixed point theorems for several classes of contractive mappings of integral type; see, e.g., [– ] and the references ... See full document