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On compact spaces
without strictly positive measure
Spiros Argyros |
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Vol. 105 (1983), No. 2, 257–272
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Abstract |
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In the present paper we construct compact spaces satisfying the countable chain condition and not carrying a strictly positive measure. Our spaces are completely different from already known examples, as it follows from special chain conditions established for them. Spaces satisfying property (∗) and not carrying strictly positive family of measures, of given size, are also constructed. |
Mathematical Subject Classification 2000
Primary: 54A25
Secondary: 28C99
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Milestones
Received: 3 September 1980
Revised: 4 November 1981
Published: 1 April 1983
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Authors |
| Spiros Argyros | |
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