http://dbpedia-live.openlinksw.com:8891/data/Fubini's_theorem.atom 2019-08-25T18:05:14.273961Z OData Service and Descriptor Document http://dbpedia-live.openlinksw.com/resource/Fubini's_theorem 2019-08-25T18:05:14.273961Z In mathematical analysis Fubini's theorem, introduced by Guido Fubini in 1907, is a result that gives conditions under which it is possible to compute a double integral by using iterated integral. One may switch the order of integration if the double integral yields a finite answer when the integrand is replaced by its absolute value. 255245 39 Fubini's theorem 21160 902439370 2019-06-18 20:34:37Z 2019-06-18 20:38:56Z In mathematical analysis Fubini's theorem, introduced by Guido Fubini in 1907, is a result that gives conditions under which it is possible to compute a double integral by using iterated integral. One may switch the order of integration if the double integral yields a finite answer when the integrand is replaced by its absolute value. As a consequence it allows the order of integrations to be changed in iterated integral.Fubini's theorem implies that two iterated integrals are equal to the corresponding double integral across its integrands. Tonelli's theorem, introduced by Leonida Tonelli in 1909, is similar but applies to a non-negative measurable function rather than integrable over its domain.