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backward difference

   Also found in: Wikipedia 0.01 sec.
backward difference [¦bak·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 backward difference operator to these values; used in interpolation and numerical calculation and integration of functions.


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In [10], Wong established the following discrete Opial type inequality about the backward difference operator: Theorem B.
 
 
 
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