Problems on automorphism groups of nonpositively curved. polyhedral complexes and their lattices. To Bob Zimmer on his 60th birthday. Benson Farb, Chris Hruska and Anne Thomas. June 11, 2008. Contents. 1 Introduction 2. 2 Some background 32.1
Georg A. Gottwalda, Sebastian Reichb. aSchool of Mathematics and Statistics. University of Sydney. ... Gottwald), sebastian.reich@uni-potsdam.de(Sebastian Reich). Preprint submitted to Physica D 28th March, 2021.
THIS PAGE LAST MODIFIED : Thursday 21 November 2024 15:50. A biographical register of Australian colonial musical personnel–E (Elm-Ez). Dr GRAEME SKINNER (University of Sydney). THIS PAGE IS ALWAYS UNDER CONSTRUCTION. To cite this:. Graeme Skinner
Bifurcation analysis of a normal form for excitable media: Are stabledynamical alternans on a ring possible? Georg A. Gottwalda. School of Mathematics and Statistics and Centre for Mathematical Biology, University of Sydney, Sydney,NSW 2006,
MAXIMAL TORSION-FREE SUBGROUPS OF CERTAIN LATTICES OFHYPERBOLIC BUILDINGS AND DAVIS COMPLEXES. WILLIAM NORLEDGE, ANNE THOMAS, AND ALINA VDOVINA. Abstract. We give an explicit construction of a maximal torsion-free finite-index subgroup. of a certain
Limit theorems for random walks on Fuchsian buildings and. Kac-Moody groups. L. Gilch S. Müller J. Parkinson†. July 27, 2015. Abstract. In this paper we prove a rate of escape theorem and a central limit theorem for isotropicrandom walks on