Sequentia (mathematica) | StudentB Wikipedia Search

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Sequentia 1, 3/8, 2/9, 5/32, 2/25, ..., id est ${\frac {n+1}{2n^{2}}}$ Limis sequentiae est 0.

Sequentia in mathematica omnis quidem functio $f:\mathbb {N} \cup \lbrace 0\rbrace \rightarrow \mathbb {R} ,\ n\mapsto f(n)=:(x_{n})_{n\in \mathbb {N} \cup \lbrace 0\rbrace }$ appellatur. Summa membrorum sequentiae cuiusdam est series, quae summa exstat si sequentia summarum partium series limitem habet.

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