in this paper we derive convergence theorems for an -nonexpansive mappingof a nonempty closed and convex subset of a complete cat(0) space for sp-iterative process and thianwan's iterative process.

In this paper we derive convergence theorems for an -nonexpansive mappingof a nonempty closed and convex subset of a complete CAT(0) space for SP-iterative process and Thianwan's iterative process.

A discrete time tâtonnement process is presented for reaching an equilibrium of an exchange economy. The process is based on updating the prices in proportion to excess demands of the commodities such that the new prices are positive and their changes are bounded. Global convergence conditions for the process are given and convergence is shown when the excess demand function has the gross subst...

We construct one-step iterative process for an α- nonexpansive mapping and a mapping satisfying condition (C) in the framework of a convex metric space. We study △-convergence and strong convergence of the iterative process to the common fixed point of the mappings. Our results are new and are valid in hyperbolic spaces, CAT(0) spaces, Banach spaces and Hilbert spaces, simultaneously.

We describe a procedure based on the iteration of an initial function by appropriated operator, acting continuous functions, in order to get fixed point. This point will be calibrated subaction for doubling map circle and Lipschitz potential. study analytical generic properties this process we provide some computational evaluations subactions using discretization circle. The is unique if maximi...

Activity planning for missions such as the Mars Exploration Rover mission presents many technical challenges, including oversubscription, consideration of time, concurrency, resources, preferences, and uncertainty. These challenges have all been addressed by the research community to varying degrees, but significant technical hurdles still remain. In addition, the integration of these capabilit...