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VOL. 2, ISSUE 5 (2017)
Baire measures and its unique extension to a regular boral measure
Authors
Baljodh Singh
Abstract
A Baire measure is a probability measure on the Baire over a normal Hausdorff space X. A Borel measure is a probability measure on the Borel over a normal Hausdorff space X. In this paper we prove that every Baire measure has a unique extension to a regular Borel measure.
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Pages:643-646
How to cite this article:
Baljodh Singh "Baire measures and its unique extension to a regular boral measure". International Journal of Academic Research and Development, Vol 2, Issue 5, 2017, Pages 643-646
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