[PDF] Top 20 Common fixed point theorems of integral type contraction on metric spaces

... of common fixed points of weakly compatible mappings, we often require the assumption of completeness of the space or subspace or continuity of mappings involved besides some contractive ...to common ... See full document

... modular metric spaces being a natural generalization of classical modulars over linear spaces Lebesgue, Orlicz, Musielak-Orlicz, Lorentz, Orlicz-Lorentz, and Calderon-Lozanovskii spaces was ... See full document

... unique fixed point in X ...the fixed point theory, from the last few decades this theory is a central topic of ...the common fixed point ...the common fixed ... See full document

... Fixed point theory is one of the most fruitful and applicable topics of nonlinear analysis, which is widely used not only in other mathematical theories, but also in many practical problems of natural ... See full document

... The aim of this paper is to define a tangential property for multivalued mappings which generalize the concept of tangential property for single-valued mappings of Pathak and Shahzad 24 and prove a common ... See full document

... In this paper, we obtain the existence and uniqueness of the solution for three self mappings in a complete bipolar metric space under a new Caristi type contraction with an example. We also provide ... See full document

... of integral type contractive mapping with respect to ordered S-metric space and prove some coupled common fixed point results of integral type contractive mapping ... See full document

... From now on, we suppose that E is a real Banach space, P is a cone in E with int P / ∅, and ≤ is partial ordering with respect to P . Let X be a nonempty set. As it has been defined in 1, a function d : X × X → E is ... See full document

... studied common fixed point theorems for weakly commuting pair of ...in metric spaces and established compatible pair of mappings commute on the sets of coincidence point ... See full document

... in fixed point theory is Banach contraction ...this contraction and proved the existence of fixed and common fixed point theorems (for example see [19]- ... See full document

... metric spaces. One of such generalization is a probabilistic metric space, briefly, PM-spaces, introduced in 1942 by Menger ...fuzzy metric spaces which are very similar to ... See full document

... Chen, Some new fixed point theorems for set-valued contractions in complete metric spaces, Fixed Point Theory Appl. Liu, Common fixed point theorems for sequences of Φ -type contraction [r] ... See full document

... several fixed point and common fixed point theorems in the frame work of modular spaces have been ...coupled fixed points and later several authors obtained coupled ... See full document

... cone metric spaces and fixed point theorems of contraction mappings; Any mapping of a complete cone metric space into itself that satisfies, for some 0 ≤ < 1 , the ... See full document

... Banach contraction mapping principle ...cone metric spaces and established fixed point theorems of nonlinear operators ...2007, fixed point problem in the framework ... See full document

... some common fixed point theorems for (ψ , F, α , β ) − weakly contractive mappings in rectangular metric spaces via new ...some common fixed point ... See full document

... a metric space, was introduced by Nakano[13] in 1950 and redefined and generalized by Musielak and Orlicz[12] in ...of fixed point theory and Banach contraction principle occupies a prominent ... See full document

... Following Grabiec’s approach to fuzzy contraction principle, the purpose of this note is to obtain common fixed point theorems for asymptotically commuting maps on fuzzy metric spaces...[r] ... See full document

... Common fixed point theorems on expansion type mappings on complete metric spaces, Math____:.. Some fixed point theorems on expansion mappings, Math.[r] ... See full document

... Banach Contraction Mapping Principle appeared in explicit form in Banach’s thesis in 1922 ...Banach contraction principle has been extended in many different directions; see ...weak contraction in ... See full document