[PDF] Top 20 Fixed Point Theorems for Middle Point Linear Operators in

... a fixed point result for uniform limits of middle point linear operators see Proposition ...and middle point linear operators has a common ... See full document

... type operators have applications in solving nonlinear difference equations and in the study of convergence of sequences; for example, see ...type operators the reader is referred to ... See full document

... MWP operators is studied by several authors (see for instance [1, ...type fixed point theorems for a new type of generalized contractive conditions on partial Hausdorff metric ...Picard ... See full document

... Liang, “Fixed point theorems for a class of nonlinear operators and their applications,” Acta Mathematica Sinica. Chinese Series, vol[r] ... See full document

... (S) is positive if f(s) ≥ 0 for every s ∈ S. A linear functional ˄ : (S) → R is positive if ˄f ≥ 0 for every positive element f ∈ (S). We agree to denote a constant function on S by the value of the constant. We ... See full document

... fixed point and the coincidence point for a class of mixed monotone mappings in a par- tially ordered complete metric ...fixed point theorems for the monotone operators in the partially ... See full document

... ω-condensing operators and its variant on whole space, we discuss several fixed-point theorems for the sum of A + B, where A is a ω-contraction and B is an ϕ-nonlinear ... See full document

... fixed point and the study of coupled fixed point problems ap- peared for the first time in some papers of Opoitsev (see [–]), while the topic expanded with the work of Guo and Lakshmikantham (see []), ... See full document

... monotone operators are an important class of operators which are used intensively in engineering, nuclear physics, biology, chemistry, technology, ...of operators in Banach spaces and obtained a lot ... See full document

... completeness theorems for several modal linear logics without fixed point ...e.g. linear logic with fixed point operators is not easy, and the author was not able ... See full document

... fixed point results in partial metric spaces have been studied by many authors [, ...fixed point theory for single-valued and multi-valued operators in b-metric spaces (see [–] and references ... See full document

... random fixed point theorem to prove the existence of a solu- tion in a sparable Banach space of a random nonlinear integral ...dom fixed point theorems including a random analogue of ... See full document

... random operators includes the classes of condensing, nonexpansive, and LANE ran- dom ...random fixed point theorems of Krasnoselskii type for sum of an asymptotic 1-set contraction and a ... See full document

... monotone operators in partially ordered Banach spaces requires compactness, continuity or concavity-convexity of the ...uniqueness theorems of positive fixed point of e-concave-convex mixed ... See full document

... In this paper, using fixed-point index theory and approximation techniques, we consider the existence and multiplicity of fixed points of some nonlinear operators with singular perturbation. As an application ... See full document

... monotone operators with convexity, and we get the existence and uniqueness of fixed points without assuming the operator to be compact or ...monotone operators in ordered Banach ... See full document

... on fixed point theorems of 2–metric ...of linear mappings on linear 2–normed space in the year of ...the fixed point theorem in 2–normed spaces and 2–Banach spaces, See ... See full document

... monotone operators were introduced by Guo and Lakshmikantham in 1 in ...of operators in Banach spaces and obtained a lot of interesting and important ...uniqueness theorems of positive fixed ... See full document

... new fixed point theorems for semi-closed 1- set-contractive operators and existence theorems of solutions for the equation Ax = μx which generalize a great deal of well-known results ... See full document

... monotone operators has been a lot of discussion since they were introduced by Guo and Lakshmikantham (see [1]) in 1987, because they have not only important theoretical meaning but also wide applications in ... See full document