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Now we briefly review some of the most important iterative matrix methods for computing polar decomposition.

A matrix methods for constructing slipline field solutions to a class of plain strain plasticity problems.

We illustrate the utility of some recently derived transfer matrix methods for electromagnetic scattering calculations in systems composed of coated spherical scatterers.

Exploitation of the multi-periodicity allows for efficient generation of dispersion and absorption curves via the conventional multi-scale asymptotic method (for homogenizing the mesoscale) coupled to the acoustic transfer matrix methods (for the macroscale).

Section 2.1 nicely summarizes matrix methods for reducing dimensionality in microarray data.

Among other novelties, this version includes four new recombination analysis methods (3SEQ, VISRD, PHYLRO and LDHAT), new tests for recombination hot-spots, a range of matrix methods for visualizing over-all patterns of recombination within datasets and recombination-aware ancestral sequence reconstruction.

Similar(54)

The matrix method for analyzing flexural vibration system is outlined.

Generally, there are two methods, namely transfer matrix method and assemble matrix method, for obtaining the dispersion relations in laminates.

Bojdi et al. [13] proposed a Jacobi matrix method for differential-difference equations with variable coefficients.

The authors of [17] proposed a Bernoulli operational matrix method for solving a generalized pantograph equation.

The transfer matrix method for multilayer model is applied to calculate the normalized output power.

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