A radon nikodym theorem in the non-archimedean setting
Author
Moraga, Mirta
Aguayo, José
Abstract
In this paper we define the absolutely continuous relation between nonarchimedean scalar measures and then we give and prove a version of the Radon-Nykodym Theorem in this setting.We also define the nonarchimedean vector measure and prove some results in order to prepare a version of this Theorem in a vector case.