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Anna Pratoussevitch
Anna Pratoussevitch
Professor of Mathematics, University of Liverpool
在 liv.ac.uk 的电子邮件经过验证 - 首页
标题
引用次数
引用次数
年份
Traces in complex hyperbolic triangle groups
A Pratoussevitch
Geometriae Dedicata 111 (1), 159-185, 2005
702005
The combinatorial geometry of singularities and Arnold’s series E, Z, Q
E Brieskorn, A Pratoussevitch, F Rothenhäusler
Moscow Mathematical Journal 3 (2), 273-333, 2003
152003
Higher Arf Functions and Moduli Space of Higher Spin Surfaces
S Natanzon, A Pratoussevitch
Journal of Lie Theory 19 (1), 107-148, 2009
92009
Fundamental domains in Lorentzian geometry
A Pratoussevitch
Geometriae Dedicata 126 (1), 155-175, 2007
92007
Non-discrete complex hyperbolic triangle groups of type (m, m,∞)
A Pratoussevitch
Bulletin of the London Mathematical Society 43 (2), 359-363, 2011
82011
On the Link Space of a ℚ-Gorenstein Quasi-Homogeneous Surface Singularity
A Pratoussevitch
Real and Complex Singularities, 311-325, 2007
82007
Discreteness of ultra‐parallel complex hyperbolic triangle groups of type
A Monaghan, JR Parker, A Pratoussevitch
Journal of the London Mathematical Society 100 (2), 545-567, 2019
52019
Higher Spin Klein Surfaces
S Natanzon, A Pratoussevitch
arXiv preprint arXiv:1502.06546, 2015
52015
Moduli Spaces of Higher Spin Klein Surfaces
S Natanzon, A Pratoussevitch
arXiv preprint arXiv:1506.03511, 2015
42015
Topological Invariants and Moduli of Gorenstein Singularities
S Natanzon, A PRATOUSSEVITCH
Journal of Singularities 7, 61-87, 2013
4*2013
Polyedrische Fundamentalbereiche diskreter Untergruppen von gSU (1; 1)
A Pratoussevitch
Rheinische Friedrich-Wilhelms-Universität, Mathematisches Institut, 2001
3*2001
Classification of -spin Klein surfaces
SM Natanzon, AM Pratoussevitch
Uspekhi Matematicheskikh Nauk 71 (2), 211-212, 2016
22016
The combinatorial geometry of Q-Gorenstein quasi-homogeneous surface singularities
A Pratoussevitch
Differential Geometry and its Applications 29 (4), 507-515, 2011
22011
über Fundamentalbereiche diskreter Untergruppen von SU (1, 1)
A Pratoussevitch
Math. Inst. der Univ., 1998
21998
Complex hyperbolic triangle groups of type [𝑚, 𝑚, 0; 3, 3, 2]
S Povall, A Pratoussevitch
Conformal Geometry and Dynamics of the American Mathematical Society 24 (3 …, 2020
12020
Hyperbolic Groups and Non-Compact Real Algebraic Curves
S Natanzon, A Pratoussevitch
Transformation Groups 26 (2), 631-640, 2021
2021
Symmetries of tilings of Lorentz spaces
NI Bin Turki, A Pratoussevitch
Moscow Mathematical Journal 20 (2), 257-276, 2020
2020
Two series of polyhedral fundamental domains for Lorentz bi-quotients
NB Turki, A Pratoussevitch
Differential Geometry and its Applications 68, 101578, 2020
2020
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