Quasi-isometry groups |
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| Author |
Kyiv University, Department of Mech. and Math.
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| Abstract |
We extend some notions and properties concerning actions by isometries to
the case of quasi-isometries. A generalization of a classical result of
Gromov is proved.
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| Keywords |
actions by isometries, quasi-isometries, Gromov's theorem, generalization
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| DOI |
doi:10.30970/ms.8.2.227-232
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Reference |
1. M. Gromov Asymtotic invariants of infinite groups Geometric Group Theory, Volume 2 (G.A. Niblo and M.A. Roller, eds) London Mathematical Society Lectures Notes series V. 182, Cambridge Univ. Press– 1993
2. M. Gromov Infinite groups as geometric objects // Proceed. I.C.M. Warsaw V.1 –1984 p.129–144 |
| Pages |
227-232
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| Volume |
8
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| Issue |
2
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| Year |
1997
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| Journal |
Matematychni Studii
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| Full text of paper | |
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