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In this algorithm, once the Taylor polynomial is built, there is no need to do repeated finite element meshing and solving in the optimization.
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Channel estimation problems in this situation have been well studied and solved in the literature.
All the aforementioned challenges will be further discussed and solved in the following sections.
Each of the stages is analyzed and solved in the time domain.
The proposed problem is formulated and solved in the semi-Markov decision process (SMDP) framework.
The problem is formulated and solved in the case of simply supported beams.
The computation cost and some artifacts caused by the proposed method should be concerned and solved in the future work.
Crystals of compounds 4 and 5 were obtained and solved in the C2/c and P21/c space groups, respectively.
Note that various target-tracking problems have been formulated and solved in the framework of the EM algorithm [10 15].
The governing system is discretized using finite elements and solved in the time domain through Newmark and Newton-Raphson algorithms.
Such a problem was formulated by Ulam [1] in 1940 and solved in the next year for the Cauchy functional equation by Hyers [2].
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