Mimar Sinan Fine Arts University Mathematics Department Seminars
Symmetric Decompositions of Free Kleinian Groups and Hyperbolic Displacements
İlker S. Yüce
Yeditepe Üniversitesi, Turkey
Özet :
In this talk, I will show that every point in the hyperbolic 3-space is
moved at a distance at least $\frac{1}{2}\log(12.3^{k−1}-3)$ by one of the isometries of
length at most $k\geq2$ in a 2-generator Klenian group $\Gamma$ which is torsion-free,
not co-compact and contains no parabolic. Also I will propose some lower
bounds for the maximum of hyperbolic displacements given by symmetric
subsets of isometries in purely loxodromic finitely generated free Kleinian
groups.
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Tarih |
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28.09.2017 |
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Saat |
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16:00 |
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Yer |
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Seminar room, Bomonti Campus |
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Dil |
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English |