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Finding expected value over uncountable number of pseudo-random points?

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POSTED BY: Roland Franzius

How would we find the expected value of these distributions?

Also, I need to make sure we have an uncountable number of pseudo-random points. Your distributions appears to not do that.

If there are several distributions of my example could you give an example of such a distribution for the uncountable points.

POSTED BY: Bharath Krishnan

Cross posted at https://mathematica.stackexchange.com/questions/283525/finding-expected-value-over-uncountable-number-of-pseudo-random-points-non-unif

Note "w.r.t uniform probability measure" means "use the uniform density to sample the nonuniform one in order to approximate a statistic".

POSTED BY: Bharath Krishnan
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