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The density matrix method and linear-response theory have been used to calculate the absorption.
The approach is an amalgamation between a 4×4 transfer matrix method and a genetic algorithm.
The transfer matrix method and numerical simulations are used for designing and optimizing the device structure.
Generally, there are two methods, namely transfer matrix method and assemble matrix method, for obtaining the dispersion relations in laminates.
The research enriches the matrix method and provides concise analytical compliance models for the serial compliant mechanism.
Dynamic stability analysis is performed via a monodromy matrix method and a generalized Bolotin method.
There are two general approaches to the matrix analysis of structures: the stiffness matrix method and the flexibility matrix method.
The linear dynamical properties of the graphene by means of density matrix method and perturbation theory are discussed.
Using the transfer matrix method and the obtained compliances for the pile foundations, the impedances for the piers are obtained.
The transfer matrix method and beam propagation method (BPM) are used for designing and optimizing the device structure.
The type of landscape and research questions in focus should therefore be part of choosing matrix method and classification scheme.
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