Note the Borel sets are countably generated
13.11. 2.9 Show that, if f is measurable ( A ) , then there exists a countable subclass A f of A such that f is measurable ( A f ) .
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Note the Borel sets are countably generated 13-11- 2-9 Show that- if f.docx
1. Note the Borel sets are countably generated
13.11. 2.9 Show that, if f is measurable ( A ) , then there exists a countable subclass A f of A
such that f is measurable ( A f ) .