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In this paper, we propose a "Clipping and Projecting" algorithm for polyhedron intersection whose basic idea comes from the commonly used method by Grandy (1999) [29] and Jia et al. (2013) [34].
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However, our projected algorithm has the capability of increasing the average throughput up to 350 kbps.
The back projection algorithm iteratively projects the error between the simulated and input LR images to estimate HR error by iteratively minimizing the reconstruction error [14].
Besides, from the literature we know that most algorithms in the literature come from the idea of the projected Landweber algorithm, and few algorithms come from the idea of the alternating CQ-algorithm.
At the first level of the lift-and-project algorithm, all the above constraints are multiplied by and.
Specifically, AquaMaps, Maxent and the Sea Around Us Project algorithm are three approaches that have been applied to predict distributions of marine fishes and invertebrates.
A genetic algorithm based on the graph theory is also proposed to solve the bi-level programming model with a gradient project algorithm for solving the lower-level model.
Note that in the case F ( x ) = 0 for all x ∈ C, Algorithm 2.6 becomes the projected gradient algorithm as follows: x k + 1 : = Pr C ( x k − λ G ( x k ) ).
By employing the projected subgradient algorithm to minimize (12), our proposed algorithm can be described as 1.
In this paper, motivated by the works mentioned on the split equality problem, we present a hybrid projected Landweber algorithm and a hybrid alternating CQ-algorithm to study the split equality problem and give convergence theorems for the proposed algorithms.
then the projected Landweber algorithm [4] is turned to the Landweber algorithm: x n + 1 = x n + γ A T ( b − A x n ).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com