[PDF] Top 20 Common Fixed Point Theorems on Weakly Contractive and Nonexpansive Mappings

... commuting nonexpansive self-mappings, one of which is weakly contractive, are stud- ...convergence theorems are established for the iterations of types Krasnoselski-Mann, Kirk, and ... See full document

... The existence and uniqueness of common fixed points for four mappings satisfying ψ - and ( ψ , ϕ )-weakly contractive conditions in metric spaces are proved. Four examples are given to ... See full document

... the weakly contractive maps in Hilbert spaces, and Rhoades 2 showed that the result of 1 is also valid in the complete metric spaces as ...called weakly contractive ... See full document

... of common fixed point of mappings satisfying contractive type conditions has been a very active field, for many ...and weakly compatible mappings for single valued maps ... See full document

... fixed point generalizations to partial metric spaces can be obtained from the corresponding results in metric spaces and considered some cases to demonstrate this ...fixed point and common fixed ... See full document

... studied fixed point theorems for mappings satisfying different contractive conditions (see [7- ...coincidence point of a mapping F from X × X into X and a mapping g from X into ... See full document

... metric fixed point theory in many studies (see, for example, ...of contractive mappings on closed convex sets of Hilbert spaces, called weakly contractive ... See full document

... contraction mappings in probabilistic metric spaces (PM- spaces) which is an important step in the development of fixed point ...of weakly commuting [46], compatible [33], weakly com- ... See full document

... of weakly commuting mappings and obtained some common fixed point theorems in complete Metric space ...some common fixed point theorems for ... See full document

... a common fixed point theorem for commuting map- pings,which generalizes the Banach Contraction ...of weakly commuting mappings and proved some fixed point theorems ... See full document

... four mappings without satisfying the condition of continuity and commutation on cone metric type spaces with a non-normal ...cone. Common fixed point theorems are obtained under the weak ... See full document

... previous theorems without symmetry(quasi-metric space), we add a new condition for all x, y ∈ X d −1 (x, y) ≤ d −1 (x, T 2 y), without this condition we can’t prove our ... See full document

... studied common fixed point theorems for weakly commuting pair of ...weakened weakly commuting mappings to compatible mappings in metric spaces and established ... See full document

... of weakly commuting mappings and proved some common fixed point theorems in complete Metric ...some common fixed point theorems for weakly ... See full document

... generalized weakly contractive mappings in metric spaces and prove the existence and uniqueness of fixed point for such mappings, and we obtain a coupled fixed point theorem in ... See full document

... four mappings. The study of common fixed points satisfying contractive type conditions has been a very active field of research ...general common fixed point ... See full document

... multivalued mappings (see [1, 4, 5, 10, 11, ...some contractive conditions has been the center of rigorous research activity since such mappings have many applications (see [2, 3, 9, 13, 14, ... See full document

... coupled fixed point and proved some coupled fixed point theorems for mixed monotone mappings and discussed the existence and uniqueness of solution for periodic boundary value ... See full document

... proved fixed point theorems for contractive map in Modular ...of fixed points converge to the fixed points in a weaker sense as compared to metric ...some fixed ... See full document

... Random fixed point theory has receive much attention in recent years and it is needed for the study of various classes of random ...random fixed point theorems was initiate by the ... See full document