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Recurrence Relations

from algorithms

recurrence relations are a mathmatical and computational way to express the nth iteration in terms of the preceding terms (represented as k).

$$ f(n) = n*f(n-1) $$ is the definition for the function of a factorial $$ f(n) = n! $$ in algorithms, this is used to analyze recursive algorithms, because expressing an iteration in terms of it's solutions to smaller problems help to provide a explicit formula for the algorithm.

see also

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