Difference between revisions of "Measurable space"

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(Created page with " ==Definition== Let {{M|X}} be a set and {{M|\mathcal{A} }} a algebra}}, then {{M|(X,\mathcal{A})}} is a ''Measurable space'' ==See also== * Meas...")
 
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==Definition==
 
==Definition==
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==See also==
 
==See also==
 
* [[Measure space]]
 
* [[Measure space]]
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* [[Measurable map]]
  
 
{{Definition|Measure Theory}}
 
{{Definition|Measure Theory}}

Revision as of 22:42, 2 May 2015

Definition

Let [ilmath]X[/ilmath] be a set and [ilmath]\mathcal{A} [/ilmath] a [ilmath]\sigma[/ilmath]-algebra, then [ilmath](X,\mathcal{A})[/ilmath] is a Measurable space

See also