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The existence of
strong liftings for totally ordered measure spaces
A. Sapounakis |
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Vol. 106 (1983), No. 1, 145–151
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Abstract |
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Let X be a totally ordered space, μ a finite Borel measure on X with full support, and ℱ the σ-algebra of all μ∗-measurable subsets of X. Then there exists a lifting ρ : ℱ→ℱ which satisfies U ⊂ ρ(U) for every open subset U of X. |
Mathematical Subject Classification 2000
Primary: 28A51
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Milestones
Received: 19 October 1981
Published: 1 May 1983
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Authors |
| A. Sapounakis | |
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