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28 Eylül 2017, 16:00 
Mimar Sinan Güzel Sanatlar Üniversitesi Matematik Bölümü SeminerleriSymmetric Decompositions of Free Kleinian Groups and Hyperbolic Displacements İlker S. Yüce
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.
Geometri, Topoloji İngilizce Seminar room, Bomonti Campus admin 20.03.2020 |
