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forward difference

   Also found in: Wikipedia 0.02 sec.
forward difference [¦fȯr·wərd ′dif·rəns]
(mathematics)
One of a series of quantities obtained from a function whose values are known at a series of equally spaced points by repeatedly applying the forward difference operator to these values; used in interpolation or numerical calculation and integration of functions.


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The governing differential equations of momentum and energy were converted into the difference equations using forward difference formula of the finite difference method (FDM).
The proposed equations were solved numerically using central finite forward difference method for spatial discretization and explicit forward difference for time steps.
This paper is devoted to continuous dependence and differentiation with respect to boundary values, and to differences with respect to boundary points, of solutions of the iterative second order forward difference equation, w(m + 2) = f (m,w(m),w(m + 1)), m [member of] Z, (1.
 
 
 
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