[PDF] Top 20 A fixed point problem under two constraint inequalities

... technique can also be adapted for any finite number of constraint inequalities and other contractive conditions. An interesting question is the existence of a best proximity point of a certain ... See full document

... fixed point problem has recently attracted so much attention (see, ...feasibility problem and the con- vex feasibility ...fixed point problem for the class of quasi-pseudo-contractive ... See full document

... a continuous pseudocontractive mapping T. First, GSVI (1.3) and each generalized mixed equilibrium problem both are transformed into fixed point problems of nonexpansive mappings. Then we establish strong ... See full document

... a fixed point for a self mapping in deferent metric spaces is a very famous problem, which was inspired by the work of Banach ...a fixed point in different metric spaces and ... See full document

... Most physicists believe that all of the familiar particle interactions, weak and electromag- netic as well as strong interactions, are associated with a Lie algebra in similar ways. This suggests that it may be possible ... See full document

... exist two sequences { t n } , { u n } , t n ∈ [0, 1], u n ∈ ∂(K R ), u n → + ∞ , such that u n ∈ H (t n , u n ) = K A (g(u n ) − t n N f ), hence there exists w n ∈ g (u n ) such that u n = K A (w n − t n N f ... See full document

... In this paper, we introduce the concept of comparable complete metric spaces and consider some fixed point theorems for mappings in the setting of incomplete metric spaces. We obtain the results of Ansari et al. ... See full document

... the behavior of the gradient of the objective function. If the gradient fails to be strongly monotone, then the strong convergence of the sequence generated by gradient-projection method may fail. Recently, Xu [] gave ... See full document

... The classical variational inequality problem is to find u ∈ C such that hv − u, Aui ≥ 0 for all v ∈ C. We denoted by V I(A, C) the set of solutions of this variational inequality problem. The variational ... See full document

... and computer domain. Indeed, a partial metric is a function that is obtained from the metric by replacing the condition d(x, x) =  with the condition d(x, x) ≤ d(x, y) for all x, y. In the last decade, a number of ... See full document

... variational inequalities, a split equilibrium problem, and a hierarchical fixed-point problem in the setting of real Hilbert ...variational inequalities, a split equilibrium ... See full document

... a fixed point problem of a nonexpansive mapping and suggest a proximal point algo- rithm to solve the fixed point ...problem. Under the condition that F in the VI ... See full document

... original problem by a family of well-posed ...a two-step algorithm to solve hierarchical fixed point problems under different conditions on involved ... See full document

... Surveys of expository results on related advances both in single variables and in multivariables have been given in 24, 25. The stability problems of several functional equations have been extensively investigated by a ... See full document

... The structure of this paper is set as follows. In Section , we introduce some lem- mas which will be used in the proof of theorems. The main result, that is, the strong convergence of the regularization algorithm, is ... See full document

... about fixed points of expansive mapping was initiated by Machuca see ...discussed fixed points for other forms of expansive mapping see ...about fixed point theory, Zhang see 4 published his ... See full document

... the problem (EP) has been generalized and improved to find a common element of the set of fixed points of a nonlinear operator and the set of solutions of the problem ...following problem (FTEP) (see, ... See full document

... fixed point problem such as -metric spaces, D-metric spaces, G-metric spaces, cone metric spaces, complex-valued metric ...fixed point theorems on G-metric spaces have been ...fixed point ... See full document

... Darbo-Sadovskii's fixed point theorem to get the fixed point of a map, a strong inequality is needed to guarantee its condensing ...Darbo-Sadovskii's fixed point theorem, we give ... See full document

... that constraint and ✏ is the learning-rate ...the constraint produces k offspring with certainty, and another with probability (1 + ✏) d ...a fixed absolute in- crement, implementing gradient ascent ... See full document