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A theorem on generic intersections in an o-minimal structure
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A theorem on generic intersections in an o-minimal structure
Bibliographic description
| title: | A theorem on generic intersections in an o-minimal structure |
| author: | Nowak Krzysztof 
|
| Journal title: | Fundamenta Mathematicae |
| volume: | 227 |
| date of publication: | 2014 |
| pages: | 21-25 |
| ISSN: |
0016-2736 |
| eISSN: |
1730-6329 |
| DOI: | |
| language: | English |
| Journal language: | English |
| abstract in english: | Consider a transitive definable action of a Lie group G on a definable manifold M. Given two (locally) definable subsets A and B of M, we prove that the dimension of the intersection σ(A)∩B is not greater than the expected one for a generic σ∈G. |
| affiliation: | Wydział Matematyki i Informatyki : Instytut Matematyki |
| type: | journal article |
| subtype: | academic paper |
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