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Parker, John R. - Department of Mathematical Sciences, University of Durham
Unfaithful complex hyperbolic triangle groups II: Higher order re ections
THE ARITHMETIC OF HYPERBOLIC 3-MANIFOLDS Colin Maclachlan & Alan W. Reid
Complex hyperbolic quasi-Fuchsian groups John R. Parker,
Census of the complex hyperbolic sporadic groups Martin Deraux
GENERATORS OF A PICARD MODULAR GROUP IN TWO COMPLEX DIMENSIONS
GLOBAL, GEOMETRICAL COORDINATES ON FALBEL'S CROSS-RATIO JOHN R. PARKER & IOANNIS D. PLATIS
Under consideration for publication in Math. Proc. Camb. Phil. Soc. 1 Discrete subgroups of PU(2, 1) with screw parabolic elements
Jrgensen's Inequality and Collars in n-dimensional Quaternionic Hyperbolic Space
The geometry of the Gauss-Picard modular group Elisha Falbel
COMPLEX HYPERBOLIC GEOMETRY William M. Goldman
CONJUGACY CLASSIFICATION OF QUATERNIONIC MOBIUS TRANSFORMATIONS
Complex hyperbolic lattices John R. Parker
Hyperbolic Spaces The Jyvaskyla Notes
NON-DISCRETE COMPLEX HYPERBOLIC TRIANGLE GROUPS OF TYPE (n, n, ; k)
CONFORMAL GEOMETRY AND DYNAMICS An Electronic Journal of the American Mathematical Society
Unfaithful complex hyperbolic triangle groups I: Involutions
May 6, 2011 Lecture Note Series, IMS, NUS --Review Vol. 9in x 6in traces-rev Traces in complex hyperbolic geometry
REVERSIBLE COMPLEX HYPERBOLIC ISOMETRIES KRISHNENDU GONGOPADHYAY AND JOHN R. PARKER
