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Applications of Lie semigroups in analysis
In: The analytical and topological theory of semigroups : trends and developments, Jg. 1990, S. 27-50
Controllability on real reductive Lie groups
In: Mathematische Zeitschrift, Jg. 1992, S. 463-466Convexity Properties of Graßmannians
In: Seminar Sophus Lie, Jg. 2.1992, S. 13-20A convexity theorem for boundaries of ordered symmetric spaces
In: Canadian journal of mathematics, Jg. 1994, S. 746-757Foliated rho-invariants
[2010]Foundations of K-theory for C*-algebras
München, 1982Group theoretical aspects of Gödel's cosmological model
In: Jahrbuch der Gödel Gesellschaft, Jg. 1991, S. 3-11The hyperboloid as ordered symmetric space
In: Seminar Sophus Lie, Jg. 1.1991, S. 135-141Infinite-dimensional supermanifolds, lie supergroups and the supergroup of superdiffeomorphisms
Elektronische Ressource, Paderborn, 2019Infinitesimally generated subsemigroups of motion groups
In: Rocky Mountain Journal of Mathematics, Jg. 1991, S. 865-878Invariant Lorentzian orders on simply connected Lie groups
In: Arkiv för Matematik, Jg. 1988, S. 107-115Maximal semigroups and controllability in products of Lie groups
In: Archiv der Mathematik, Jg. 1987, S. 189-195Maximal semigroups and the support of Gauss-semigroups
In: Probability and Bayesian statistics : [based on the proceedings of the International Symposium on Probability and Bayesian Statistics, held September 23 - 26, Jg. 1987, S. 257-262The Mayer-Vietoris and the Puppe sequences in K-theory for C*-Algebras
In: Studia mathematica <Warszawa>, Jg. 1986, S. 97-104A note on Howe's oscillator semigroup
In: Annales de l'Institut Fourier, Jg. 1989, S. 663-688Radon transform on halfplanes via group theory
In: Noncompact lie groups and some of their applications (NATO ASI series : Series C, Mathematical and physical sciences : 429), Jg. 1994, S. 141-146