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Definitioner
Substantiv
- (mathematics) An equation involving an ordered sequence or real numbers (\left\{a_n\right\}_{n=1}^∞) and some number if it's differences, where the first difference is defined as Δ(a_n) = a_{n+1} - a_n\, and the kth difference is defined recursively as Δ^k(a_n) = Δ^{k-1}(a_{n+1}) - Δ^{k-1}(a_n)\,.
- (mathematics) more broadly, any recurrence relation
Böjningsformer