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The new Jacobi matrix method has been applied to four illustrative examples.
For the analysis of free vibration of the network, the transfer matrix method has been used.
The exponential matrix method has been employed to solve the second order partial differential equations in z.
The evaluations of the resulting landslide susceptibility maps are based on spatial area distribution match between the susceptibility classes for which the error matrix method has been used.
The compliance modeling of the open-loop serial compliant mechanism based on the matrix method has already been investigated [13, 15].
A Fresnel matrix method has been proposed to calculate both the FIR reflection and transmission spectra of the multi-layer structures.
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Several systems, including urea and lignin, that used matrix method have been described for the formulation of slow release and decrease the solubility of urea.
In the present study landslide density in the susceptibility zones, prediction rate curves and the error matrix method have been used for assessment and the evaluation of LSZ maps (heuristic and statistical) with respect to each other.
As noted above, because of mathematical limitations, the matrix method had large variability and usually overestimated orangutan population size when the number of surveys or transects was low (low surveying effort).
The R-matrix method has proved to be a remarkably stable, robust and efficient technique for solving the close-coupling equations that arise in electron and photon collisions with atoms, ions and molecules.
For example, transfer matrix methods have been applied to the helix to coil transition [23, 24].
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