Semifree actions of free groups |
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Authors: | Martin Hils |
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Institution: | 1.Institut Camille Jordan (Lyon 1),Université Claude Bernard,Villeurbanne-Cedex,France;2.Institut für Mathematik,Humboldt-Universit?t zu Berlin,Berlin,Germany |
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Abstract: | We study countable universes similar to a free action of a group G. It turns out that this is equivalent to the study of free semi-actions of G, with two universes being transformable iff one corresponding free semi-action can be obtained from the other by a finite
alteration. In the case of a free group G (in finitely many or countably many generators), a classification is given.
Research partially supported by a DAAD Doktorandenstipendium D/02/02345. |
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Keywords: | Mathematics Subject Classification (2000)" target="_blank">Mathematics Subject Classification (2000) Primary 03C45 Secondary 20F05 |
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