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Kuessner, Thilo - Mathematisches Institut, Westfälische Wilhelms-Universität Münster
Multicomplexes, bounded cohomology and additivity of simplicial volume
Remark: Lemma 3 and hence Corollary 1/Theorem 1 are wrong. (I intend to give another construction of cycles that gives conditions for nontriviality of the Euler class.)
Journal of Gokova Geometry Topology Volume 3 (2009) 1 11
Group homology and ideal fundamental cycles Thilo Kuessner
Generalizations of Agol's inequality and nonexistence of tight laminations
Arch. Math. 00 (2005) 000000 0003889X/05/00000000
An invariant of nonpositively curved contact manifolds Thilo Kuessner
Volume, Laminations, Negative Curvature
Generalized Mutation and Algebraic K-Theory -unfinished work in progress
Locally symmetric spaces and K-theory of number fields Thilo Kuessner
ARCHIVUM MATHEMATICUM (BRNO) Tomus 43 (2007), 485 490
Volume cocycle and volume form Thilo Kuessner
PROCEEDINGS Volume 40 (2012)
