Exact(2)
We also investigate two numerical approaches for finding the routing direction, the fast marching method for position-only-dependent costs and the finite element method (and its derived distributed algorithm, Gauss-Seidel iteration with finite element method (DGSI-FEM)) for traffic-proportional costs.
In this paper, we mainly focus on two numerical approaches for finding the routing direction of each grid point (i.e., the first stage), namely the fast marching (FM) method [8] for position-only-dependent costs and the finite element method (FEM) [9], including its derived distributed algorithm (namely distributed Gauss-Seidel iteration with FEM, DGSI-FEM), for traffic-proportional costs.
Similar(58)
In this paper, we first derive distributed algorithm for problem P1.
where the variables are M n, x n, and z n for all n ∈ N. In this section, we derive distributed algorithm for problem (16).
The above expression cannot be used to derive distributed power allocation because it would imply the knowledge of non-local channel gains, i.e., the equivalent channel gains between all BSs and the user k, at BS b.
Our goal is to derive distributed methods in which Node i computes the component x ˆ i of the estimate x ˆ, corresponding to x i, using only the local measurement y i and information received from its neighbors (a formal definition of neighborhood will be given later).
Particularly, we propose an integer linear programming model that derives distributed applications with minimum communication costs.
First, we have derived a distributed algorithm for problem P1.
With the eventual aim of translating the learning model to curricular practices in the school, we adopted DBR and in turn derived the distributed scaffolding design framework to help us in systematically codifying and improving/transforming various types of proposed or emergent scaffoldings, and consequently redefining/redistributing the roles of the teachers, the students, and the technology.
Deriving a distributed solution.
Then, we apply ADMM to derive the distributed algorithm.
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