Villanueva, Ignacio (2002) Measures on the product of compact spaces. Monatshefte für Mathematik, 137 (2). pp. 167172. ISSN 14365081

PDF
160kB 
Official URL: http://www.springerlink.com/content/14365081/
Abstract
If K is an uncountable metrizable compact space, we prove a ‘factorization’ result for a wide variety of vector valued Borel measures μ defined on Kn. This result essentially says that for every such measure μ there exists a measure μ0 defined on K such that the measure μ of a product A1 ×• • •×An of Borel sets of K equals the measure μ0 of the intersection A01 \• • •\A0n, where the A0j’s are certain transforms of the Ai’s.
Item Type:  Article 

Uncontrolled Keywords:  Uncountable metrizable compact space, Vector valued measures 
Subjects:  Sciences > Mathematics > Mathematical analysis 
ID Code:  11583 
Deposited On:  19 Nov 2010 12:05 
Last Modified:  06 Feb 2014 09:07 
Repository Staff Only: item control page