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Solving the system of Eqs.
Solving the system of equations, we get.
So solving the system would not be easy.
But we have no difficulty in solving the system numerically.
Then for solving the system we use the CG method.
By solving the system of two equations, as we will check in Sect.
We remark that solving the system as an end value problem has no advantages or disadvantages.
Solving the system of (2.19) and (2.20) using (2.21) for the unknowns, one can obtain (2.22).
Solving the system of linear algebraic equations (20), we find (x_{0} =x 0)) and γ.
This is done by solving the system of equations in the next step.
end{aligned} (22b) Solving the system of Eq. 22, using Eqs.
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