Topological Properties of Limits of Inverse Systems Of Measures
Donald J. Mallory · Canadian Journal of Mathematics · 1974
It has been shown (Mallory and Sion [6]) that the problem of finding "limit" measures for inverse systems of measure spaces (Xi,μi)i∊Ican be successfully attacked by establishing the existence of a “limit” measure on the product space , then considering the restriction to the inverse limit set . In this paper we use a similar point of view to establish conditions under which a system of Radón measures has a “limit” measure which is also Radón.