• EXTENSION OF URYSOHN'S LEMMA ON MEASURE MANIFOLD
Abstract
In this paper, we study the necessary and sufficient condition for the existence of normal property on measure manifold by using the existence of measurable homeomorphism and measure invariant function on ( , , , ). We also observe that this property holds -a.e., on the measure manifold.
Keywords
Measure manifold, Measurable normal, μ_1-a.e. on measure manifold.
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