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Numerical simulation shows the effectiveness of the method for the problem of a closed two-level quantum system.
In this paper, we design an iterative penalty method for the problem and prove some error estimates.
Based on this result, for some cases of two end tangents being nearly parallel we present a new method for the problem of cubic polynomial interpolation.
This paper proposes a new method for the problem of minimizing the execution time of nested for-loops using a tiling transformation.
This paper reviews the currently known IO selection methods, which aids the control engineer in picking a suitable method for the problem at hand.
In this paper, we propose a modified matrix pencil method for the problem of time delay estimation in dispersive media obeying a particular frequency power law, namely, the constant-Q model.
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We developed a suite of methods for the problem of protein binding site recognition, based on a representation of the protein structures by a collection of spin-images.
Note that solution methods for the problem (1.1) has also been studied in [2 10].
Based on the techniques, there are two most noteworthy categories of decomposition methods for the problem (1.1 - 1.2) in the literature: the alternating direction method and the parallel splitting augmented Lagrangian method.
The proposed method also solves Problem 1 directly, while (M2) and (M3) are indirect methods for the problem, because they predict common secondary structures instead of secondary structures of the target sequence.
We develop a regularization smoothing predictor-corrector method for solving the problem by modifying and extending the method in [13].
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