- #1
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- 186
I think this be Analysis,
I Need some kind of convergence theorem for integrals taken over sequences of sets, know one? Example, a double integral taken over sets such that
x^(2n)+y^(2n)<=1 with some integrand. I'd be interested in when the limit of the integral over the sequence of sets is equal to the integral over the limit of the sequence of sets (the unit square in the example).
I Need some kind of convergence theorem for integrals taken over sequences of sets, know one? Example, a double integral taken over sets such that
x^(2n)+y^(2n)<=1 with some integrand. I'd be interested in when the limit of the integral over the sequence of sets is equal to the integral over the limit of the sequence of sets (the unit square in the example).