In order to simplify the tri-colored tree theory, two special mappings, the extended elementary differential and the sign mapping for a tree are investigated in detail.
Now, we introduce the concept of compatible mapping for a trivariate mapping F and a self-mapping g akin to compatible mapping as introduced by Choudhary and Kundu [11] for a bivariate mapping F and a self-mapping g.
In this paper, we obtain sufficient conditions for the lower semicontinuity of an approximate solution mapping for a parametric generalized vector equilibrium problem involving set-valued mappings.
Recently, Wangkeeree et al. [17] obtained the sufficient conditions for the lower semicontinuity of an approximate solution mapping for a parametric generalized vector equilibrium problem involving set-valued mappings.
Motivated by the work reported in [17 19], in this paper we aim to establish efficient conditions for the lower semicontinuity of an approximate solution mapping for a parametric generalized vector equilibrium problem involving set-valued mappings.
In this paper, by using a nonlinear scalarization technique, we obtain sufficient conditions for Hölder continuity of the solution mapping for a parametric generalized vector quasi-equilibrium problem with set-valued mappings.
This paper is concerned with supervised learning for perception to action mapping for a mobile robot.
However, deciding on the best mapping for a particular problem is not straightforward.
Using the developed metrics, we proposed an efficient thermal-aware application mapping for a 2D NoC.
Meanwhile, in the real world, Brooks Brothers has set aside part of its New York store for "digital tailoring" -- computer body mapping, for a true precision fit.
My group focuses on mapping for a California, and we use blends of very modern tools with historical and contemporary data to help answer applied ecological questions.
