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The second-order nonlinear optical coefficients can be obtained by density matrix approach and perturbation expansion method [12, 13].
Both the transfer matrix approach and the coarse grids involved in the finite element analysis grant high efficiency.
Moreover, the transfer matrix approach and the finite element method are considered to deal with the same problem.
In this paper, the delay decomposition technique, free-weighting matrix approach and reciprocally convex method are used to construct a Lyapunov functional.
Improved robust absolute stability criteria were obtained in [16] and [17] based on a free-weighting matrix approach and a delayed decomposition approach.
More precisely, Schur complement lemma, free weighting matrix approach and Wirtinger-based double integral inequality are utilized to substantially simplify the derivation of the main results.
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The most common phylogenomic strategies using primary sequences are the concatenation of sequences before tree reconstruction (super-matrix approach) and the combination of single gene phylogenies (super-tree approach).
While [ 28] implemented these contact structures in a mathematical framework and compared it to the traditional WAIFW-matrices approach and the mass action principle, [ 29] focused on the statistical uncertainty in the estimation procedure and questioned the proportionality assumption on which [ 5] based their approach.
A hybrid approach of Taguchi method based graph theory and matrix approach (GTMA) and utility concept was used for multi response optimization of process parameters.
A validation and consistency test of preference selection index method is performed in present work by comparing results of PSI method with published results of graph theory and matrix approach (GTMA), and technique for order preference by similarity to ideal solution (TOPSIS) method, respectively.
(Alternatively, consider the approaches in ref (216) or (217) or the free energy matrix approach by Soudackov and Hammes-Schiffer to study PCET and other multiple-charge transfer systems; see section 12).
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