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The governing equations, a two-point boundary problem, are solved using a relaxation method.
The problem are solved by means of Generalized Pontryagin's Minimum Principle.
The governing equations of the nonlinear contact problem are solved with the Newton Raphson iterative scheme.
The governing equations of the problem are solved by the normal-mode analysis.
In the DCLRP-FD, facility location problem and vehicle routing problem are solved on a time horizon.
The highly non-linear differential equations with variable coefficients governing the problem are solved numerically using a Runge Kutta method.
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