Verify that (mathscr{B}(overline{mathbb{R}})) defined in (8.5) is a (sigma)-algebra. Show that (mathscr{B}(mathbb{R})=mathbb{R} cap mathscr{B}(overline{mathbb{R}})). Equation 8.5 B*
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Verify that \(\mathscr{B}(\overline{\mathbb{R}})\) defined in (8.5) is a \(\sigma\)-algebra. Show that \(\mathscr{B}(\mathbb{R})=\mathbb{R} \cap \mathscr{B}(\overline{\mathbb{R}})\).
Equation 8.5
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Recall that B E B if and only if B BUC where B E B and C is any of the following sets 0 0 0 0 Using ...View the full answer
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