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Mengen und Mengensysteme

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Maß- und Wahrscheinlichkeitstheorie

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Zusammenfassung

Mit \({\mathcal{B}}(\Omega ):= \{A:\;A \subseteq \Omega \}\) bezeichnen wir die Potenzmenge von Ω ≠ Ø.

Die Mengenoperationen, wie Vereinigung zweier Mengen \( \textit{A}\cup\textit{B} \), ihr Durchschnitt \( \textit{A}\cap\textit{B} \) ihre Differenz \( A\backslash B:=A\cap {{B}^{c}} \) und ihre symmetrische Differenz \( A\Delta B:=(A\backslash B)\cup (B\backslash A) \) werden als bekannt vorausgesetzt.

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Correspondence to Norbert Kusolitsch .

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Kusolitsch, N. (2014). Mengen und Mengensysteme. In: Maß- und Wahrscheinlichkeitstheorie. Springer-Lehrbuch. Springer Spektrum, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-45387-8_2

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