Rearrangement on Conditionally Convergent Integrals in Analogy to Series
Rearrangements on conditionally convergent series suggests the existence of a similar process for integrals, here also referred to as rearrangement. In this document, a general theorem concerning rearrangement for conditionally convergent integrals is presented, as well as supporting theorems and a corollary to the general theorem.
Timko, Edward J.
"Rearrangement on Conditionally Convergent Integrals in Analogy to Series,"
Electronic Proceedings of Undergraduate Mathematics Day: Vol. 3, Article 6.
Available at: https://ecommons.udayton.edu/epumd/vol3/iss1/6