Sentence examples for this equation is obtained from inspiring English sources

The general solution of this equation is obtained and eigensolutions of the problem (homogeneous solutions of the difference equation) are found to be required to give the correct edge behaviour.

This equation is obtained by combining Eqs.

Next we will show how this equation is obtained.

A steady-state solution to this equation is obtained as the eigenvector with largest eigenvalue of the matrix W = {Q⋅diag(A)} (where (diag(A) is a matrix whose values along the diagonal are the values of the A vector, and zero otherwise), in accordance to Perron-Frobenius theorem [ 3, 58].

From (1), EBV â can be computed from: (2) (Z ′ R − 1 Z + A − 1 α ) a ^ = Z ′ R − 1 (y − X β ^ ) This equation is obtained after correction for the breeding value of their dam and absorption of each daughter equation, such that only equations corresponding to sires and their ancestors are left.

The coefficients of this equation are obtained as closed-form functions of the architecture parameters of the manipulator and the input joint variables.

Sufficient conditions for the existence of a bounded solution of this equation are obtained.

The approximate solution of this equation was obtained in [29] using the method Nikiforov-Uvarov [30].

A reasonable fit of this equation was obtained with values of 0.0045 µM−1 (0.0127 ppm−1) and 0.0333 µM s−1 for K ad and k r, respectively.

This equation was obtained by comparing the total length of 56 yellow tang recruits collected from the Island of Hawai'i (size range 30 to 47 mm) to their nearest age (in days) as determined by otolith growth rings (David J. Shafer, University of Hawai'i, in preparation).

The four constants in this equation were obtained by a nonlinear regression procedure of SigmaPlot software.