Regularity and multi-scale discretization of the solution construction of hyperbolic evolution equations with limited smoothnessI Maarten V. de Hoopa , Sean F. Holmana,∗, Hart F. Smithb , Gunther Uhlmannb a Center b

Source URL: www.math.washington.edu

Hyperbolic Toolbox Version 1.0 William Goldman University of Maryland http://egl.math.umd.edu/ Edited by Ryan Hoban August 2007

Source URL: www.egl.math.umd.edu

• Hyperbolic geometry
• SL2
• Unit disk
• Z1
• Poincar disk model
• Z2
• Upper half-plane
• Poincar half-plane model

NON-DISCRETE COMPLEX HYPERBOLIC TRIANGLE GROUPS OF TYPE (n, n, ∞; k) SHIGEYASU KAMIYA, JOHN R. PARKER AND JAMES M. THOMPSON Abstract. A complex hyperbolic triangle group is a group generated by three involutions fixing

Source URL: maths.dur.ac.uk

Varieties associated to 3–manifolds: Finding Hyperbolic Structures of and Surfaces in 3–Manifolds August 2003

Source URL: www.maths.usyd.edu.au

Complex hyperbolic free groups with many parabolic elements John R Parker Department of Mathematical Sciences Durham University South Road Durham 3H1 3LE, England

Source URL: maths.dur.ac.uk

Unfaithful complex hyperbolic triangle groups I: Involutions John R. Parker Department of Mathematical Sciences, University of Durham, South Road,

Source URL: maths.dur.ac.uk

RANDOM WALK ON SURFACES WITH HYPERBOLIC CUSPS HANS CHRISTIANSON, COLIN GUILLARMOU, AND LAURENT MICHEL Abstract. We consider the operator associated to a random walk on finite volume surfaces with hyperbolic cusps. We stu

Source URL: www.math.ens.fr

Title: Relating of Maass forms and holomorphic forms Speaker: Jay Jorgenson Abstract: In the setting of general finite volume hyperbolic Riemann surfaces, my recent work with Jurg Kramer begins with a key identity which

Source URL: www.math.columbia.edu

1 Hyperbolic Harmonic Mapping for Surface Registration Rui Shi, Wei Zeng, Zhengyu Su, Yalin Wang, Xianfeng Gu

Source URL: www-cs.engr.ccny.cuny.edu

Hyperbolic Cross Approximation Tino Ullrich Hausdorff-Center for Mathematics / Institute for Numerical Simulation University of Bonn Bedlewo, April 2015

Source URL: ullrich.ins.uni-bonn.de