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Nearly Borel sets and
product measures
Roy Andrew Johnson |
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Vol. 87 (1980), No. 1, 97–109
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Abstract |
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We examine those Borel measures which are inner regular with respect to the class of bounded sets containing the closure of each of their countable subsets. It is shown that such a Borel measure can be extended to a measure on the sigma-ring generated by that class of sets. Applications are given to the product of two Borel measures. |
Mathematical Subject Classification 2000
Primary: 28C15
Secondary: 28A35
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Milestones
Received: 20 June 1979
Revised: 28 August 1979
Published: 1 March 1980
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Authors |
| Roy Andrew Johnson | |
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