Offene Menge/R^n/n-Form/Exakt/Aufgabe

< Offene Menge < R^n < n-Form < Exakt

Zeige, dass jede stetige ${}n$ -Differentialform ${}\omega$ auf einer offenen Menge ${}U\subseteq \mathbb {R} ^{n}$ exakt

ist.

Zur Lösung, Alternative Lösung erstellen

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