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Title: On nonstandard product measure spaces
Authors: Berger, J.
Osswald, H.
Sun, Y. 
Wu, J.-L.
Issue Date: Mar-2002
Citation: Berger, J.,Osswald, H.,Sun, Y.,Wu, J.-L. (2002-03). On nonstandard product measure spaces. Illinois Journal of Mathematics 46 (1) : 319-330. ScholarBank@NUS Repository.
Abstract: The aim of this paper is to investigate systematically the relationship between the two different types of product probability spaces based on the Loeb space construction. For any two atomless Loeb spaces, it is shown that for fixed r < s in [0, 1] there exists an increasing sequence (At)r
Source Title: Illinois Journal of Mathematics
ISSN: 00192082
Appears in Collections:Staff Publications

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