Convergence Theorems of Iterative Schemes For Nonexpansive Mappings
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2017, Vol 12, Issue 12
Abstract
In this paper, we give a type of iterative scheme for sequence of nonexpansive mappings and we study the strongly convergence of these schemes in real Hilbert space to common fixed point which is also a solution of a variational inequality. Also there are some consequent of this results in convex analysis
Authors and Affiliations
Inaam Mohammed Ali Hadi, Dr. salwa Salman Abd
FORECASTING LOW COST HOUSING DEMAND IN MALAYSIA: COMPARISON BETWEEN ANN AND ARIMA METHOD
One of Malaysias longstanding development objectives is the provision of affordable housing for Malaysian, with a focus on lower-income groups. It is very crucial to predict low-cost housing demand to match the demand an...
Strongly Rickart Modules
In this paper we introduce and study the concept of strongly Rickart modules and strongly CS-Rickart modules as a stronger than of Rickart modules [8] and CS-Rickart modules[3] respectively. A module M is said to b...
Literal Analytical Solution of Three DimensionalPhotogravitational Circular Restricted Three Body Problem
This paper is devoted to construct the literal analytical solutions in power series form for photogravitationalcircular restricted three body problem in three dimensional space, and taking into account that both primarie...
Fully Pseudo Stable Systems
In this work, the notion of full pseudo-stability has been introduced and studied, which is a generalization of full stability. We obtain a characterization of full pseudo-stability analogous to that of full stability. C...
Closed braids and knot holders associated to some laser dynamical systems: A pump-modulated Nd-doped Â…ber laser
In this work the arising knots and links for the pump-modulated Nd-doped fiber laser is investigated. For the associated templates, some of their topological invariants, such as braid linking matrix, braid words, crossin...