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recurrence relation
(redirected from Difference equations)

   Also found in: Wikipedia 0.07 sec.
recurrence relation [ri′kər·əns ri‚lā·shən]
(mathematics)
An equation relating a term in a sequence to one or more of its predecessors in the sequence.


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The model equations were simplified to a linear system of simultaneous difference equations with which data can be easily implemented for the parameter estimation procedure.
The conversion of the system of differential equations to a system of difference equations enabled the precise control of the transient position of the particle.
The lower image shows the portrait derived from a slightly different set of difference equations and the function f(x) = sin[x sin(3x sin(2x))].
 
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