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Povall, Sam and Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2020)
COMPLEX HYPERBOLIC TRIANGLE GROUPS OF TYPE [<i>m</i>, <i>m</i>, 0; 3, 3, 2].
CONFORMAL GEOMETRY AND DYNAMICS, 24 (3).
pp. 51-67.
Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2010)
The Combinatorial Geometry of Q-Gorenstein Quasi-Homogeneous Surface
Singularities.
Differential Geometry and its Applications 29 (2011), 507-515, 29 (4).
pp. 507-515.
Monaghan, Andrew
Complex hyperbolic triangle groups.
Doctor of Philosophy thesis, University of Liverpool.
Van-Son, Matty ORCID: 0000-0001-8576-6758
(2020)
Extended Markov numbers and integer geometry.
PhD thesis, University of Liverpool.
Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2003)
Fundamental Domains in Lorentzian Geometry.
Geom. Dedicata 126 (2007), 155-175, 126 (1).
pp. 155-175.
Natanzon, Sergey and Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2016)
HIGHER SPIN KLEIN SURFACES.
MOSCOW MATHEMATICAL JOURNAL, 16 (1).
pp. 95-124.
Natanzon, Sergey and Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2004)
Higher Arf Functions and Topology of the Moduli Space of Higher Spin
Riemann Surfaces.
Journal of Lie Theory 19 (2009), 107-148., 19 (1).
pp. 107-148.
Natanzon, Sergey and Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2021)
Hyperbolic Groups and Non-Compact Real Algebraic Curves.
Transformation Groups, 26 (2).
pp. 631-640.
Alsaeed, Suliman
(2014)
Local invariants of fronts in 3-manifolds.
PhD thesis, University of Liverpool.
Natanzon, Sergey and Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
Moduli Spaces of Higher Spin Klein Surfaces.
Not submitted yet.
(Unpublished)
Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2010)
Non-Discrete Complex Hyperbolic Triangle Groups of Type (m,m,infinity).
Bulletin of the LMS 43 (2011), 359-363, 43 (2).
pp. 359-363.
Haddley, Joel A
Symmetries of unimodal singularities and complex hyperbolic reflection groups.
Doctor of Philosophy thesis, University of Liverpool.
Pratoussevitch, Anna ORCID: 0000-0003-2248-6382
(2004)
Traces in Complex Hyperbolic Triangle Groups.
Geom. Dedicata 111 (2005), 159-185., 111 (1).
pp. 159-185.
Povall, S
(2019)
Ultra-Parallel Complex Hyperbolic Triangle Groups.
Doctor of Philosophy thesis, University of Liverpool.