Can ideals without ccc be interesting? (Q1315471)
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scientific article; zbMATH DE number 513356
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Can ideals without ccc be interesting? |
scientific article; zbMATH DE number 513356 |
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Can ideals without ccc be interesting? (English)
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10 March 1994
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The properties of ideals \({\mathcal I}\) of sets in a perfect Polish space \(X\) are studied which ensure the existence of large disjoint families of Borel sets which are large in the sense that they do not belong to \({\mathcal I}\). The property \((M)\) concerns all Polish spaces, property \((D)\) Polish groups and disjoint translations of large Borel sets with respect to different ideals. They are applied to several particular ideals.
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ideals of sets
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perfect sets
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Polish space
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Borel sets
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0.66426635
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0.6281949
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