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Yuste et al. introduced weighted average finite difference methods [21].
The weighted average finite difference methods were introduced in [24].
The Jacobian is probably best evaluated by finite difference methods.
This in contrast to standard (collocated) compact finite difference methods.
In this situation, finite difference methods can be applied.
Uniform finite difference methods are constructed via nonstandard finite difference methods for the numerical solution of singularly perturbed quasilinear initial value problem for delay differential equations.
In our paper, we use the nonstandard finite difference methods rather than the classical finite difference methods to approximate the Lagrangian function.
All bounds presented below are calculated by numerical finite difference methods.
The Lagrangian function can be discretized by using finite difference methods.
Sun and Wang [10] investigated linearized finite difference methods for solving the NLSE.
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Twizell and Boutayeb [23] developed finite-difference methods for solving eighth-order boundary value problems.
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