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Oscar Plaisant
2024-09-20 21:31:23 +02:00
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série de fonctions convergence normale.md
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@@ -13,7 +13,7 @@ title:: "$\sum f_{n}(x)$ sur $I$ CV si $\sum\limits_{n} \big(\|u_{n}\|_{\infty}
> Cette série converge si :
> $\boxed{\sum\limits_{n} \big( \|f_{n}\|_{\infty} \big) \leq +\infty}$
>
> Soit : $\sum\limits_{n} \big( \sup_{x \in I} |f_{n}(x)| \big)$ (voir [[norme infinie]])
> Soit : $\sum\limits_{n} \big( \sup_{x \in I} |f_{n}(x)| \big)$ (voir [[norme infini]])
^definition