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recurrence relation
(redirected from Recurrence relations)

   Also found in: Wikipedia 0.01 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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h - 1 then the following recurrence relations hold [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] (13) Proof: The proof relies on a classical idea in the study of slowly convergent iterations [6, 10].
1] (x) = [alpha]x, the recurrence relations applying again for x [member of] [OMEGA] and n [member of] [N.
Early chapters cover sets, logic, relations, and functions, and later chapters introduce graph theory, analysis of algorithms, combinatorics, discrete probability, and recurrence relations.
 
 
 
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