Every set in the Dynkin system generated by is also in the sigma-algebra generated by
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Revision as of 16:12, 28 August 2015 by Alec (Talk | contribs) (Created page with "<noinclude> </noinclude> '''Suppose that {{M|\mathcal{A} }} is a algebra}} {{M|\implies\mathcal{A} }} is is both a Dynkin system and a P-syste...")
Suppose that [ilmath]\mathcal{A} [/ilmath] is a [ilmath]\sigma[/ilmath]-algebra [ilmath]\implies\mathcal{A} [/ilmath] is is both a Dynkin system and a [ilmath]p[/ilmath]-system
- Proof that it is a [ilmath]d[/ilmath]-system:
- TODO
- Proof that it is a [ilmath]p[/ilmath]-system:
- TODO
