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In order to solve the system of equations (32) we use the method called 'column-wise'.
Optimal homotopy analysis method is employed to solve the system of non-linear Eqs.
Some methods have been constructed to solve the system of equilibrium problems (see, e.g., [3 7]).
To do this, we must solve the system of equations given asfor k = k1, …, k5.
A further condition is given by (12), allowing to solve the system of equations (13).
Now we shall solve the system of triple (q^{2} -integral eq^{2} -integral(4.3).
Thus applying scheme (5.14), we can solve the system of equations (6.13) and (6.14).
An inexact Newton's method is used to solve the system of nonlinear equations.
The finite difference method is applied to solve the system of coupled nonlinear equations.
The finite difference and Newmark methods are applied to solve the system of coupled nonlinear equations.
The Newton Raphson algorithm is used to solve the system of nonlinear equations.
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