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- Thilo Kuessner
Universität Eichstätt-Ingolstadt, Mathematisch-Geographische Fakultät
Ostenstr. 28, 85072 Eichstätt
privat: Miltenbergstr. 8, 86199 Augsburg
PHONE
49-821-29716984
49-1522-3930312
EMAIL
mathlog1 at gmail dot com
Thilo dot Kuessner at ku dot de
Research interests:
Geometric Topology
Publications:
Efficient fundamental cycles of cusped hyperbolic manifolds
(Pac.J.Math. 211, 2003)
Foliated norms on fundamental group and homology
(Top.Appl. 144, 2004)
Guts of surfaces in punctured-torus bundles
(Arch.Math. 86, 2006)
Proportionality principle for cusped manifolds
(Arch.Math. 43, 2007)
An invariant of nonpositively curved contact manifolds
(Cent.Eur.J.Math. 9, 2011)
Generalizations of Agol's inequality and nonexistence of tight laminations
(Pac.J.Math. 251, 2011)
Mutation and recombination for hyperbolic 3-manifolds
(J.GGT 5, 2011)
Group homology and ideal fundamental cycles
(Top.Proc. 40, 2012)
Locally symmetric spaces and K-theory of number fields
(AGT 12, 2012)
Invariants preserved by mutation
(HHA 15, 2013)
Multicomplexes, bounded cohomology and additivity of simplicial volume
(BKMS 52, 2015)
Homological and Bloch invariants for Q-rank one spaces and flag structures
(GGD 9, 2015), with Inkang Kim, Sungwoon Kim
Simplicial volume of compact manifolds with amenable boundary
(JTA 7, 2015), with Sungwoon Kim
Fundamental classes of 3-manifold groups representations in SL(4,R)
(JKTR 26, 2017)
Work in progress:
Lefschetz fibrations with unbounded Euler class
Volume cocycle and volume form
On measure homology of mildly wild spaces
(with J.Przewocki, A.Zastrow)
On boundary maps of Anosov representations of a surface group to SL(3,R)
(with S.Kim)
Anosov representations to SL(3): Parameters
(work in progress)
Anosov representations to SL(3): Components (work in progress)
Borel class and Cartan involution
Proceedings
A survey on simplicial volume and invariants of foliations and laminations
, appeared in proceedings of 'Foliations 2005, Lodz'
Habilitation
Volume, Laminations, Negative Curvature and Simplicial Methods
Dissertation
Relative Simplicial Volume
Thilo Kuessner
Last modified: recently