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Exact(50)
In this paper, an implicit finite difference scheme is used.
Numerical experiments show that the finite difference scheme is efficient.
A linear three-level implicit finite difference scheme is designed.
and solved it by a simple finite difference scheme.
The finite difference scheme (9) is uniquely solvable.
A finite difference scheme was developed to approximate these equations.
Similar(10)
They were solved with an explicit finite-difference scheme.
The equations are discretized using finite-difference scheme.
A stable finite-difference scheme for computing the value function is developed.
A conservative finite-difference scheme is used in the discretization of the differential equations.
A set of differential equations is solved by the explicit method of finite-difference scheme.
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CEO of Professional Science Editing for Scientists @ prosciediting.com