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suhyoung choi
suhyoung choi
KAIST, Seoul National University
Verified email at math.kaist.ac.kr
Title
Cited by
Cited by
Year
Convex real projective structures on closed surfaces are closed
S Choi, WM Goldman
Proceedings of the American Mathematical Society 118 (2), 657-661, 1993
2011993
The classification of real projective structures on compact surfaces
S Choi, W Goldman
Bulletin of the American Mathematical Society 34 (2), 161-171, 1997
771997
The deformation spaces of convex [inline-graphic xmlns: xlink=" http://www. w3. org/1999/xlink" xlink: href=" 01i"/]-structures on 2-orbifolds
S Choi, WM Goldman
American journal of mathematics 127 (5), 1019-1102, 2005
632005
Convex decompositions of real projective surfaces. I. -annuli and convexity
S Choi
Journal of Differential Geometry 40 (1), 165-208, 1994
551994
Convex decompositions of real projective surfaces. II. Admissible decompositions
S Choi
Journal of Differential Geometry 40 (2), 239-283, 1994
541994
Geometric structures on orbifolds and holonomy representations
S Choi
Geometriae Dedicata 104, 161-199, 2004
502004
Geometric structures on 2-orbifolds: exploration of discrete symmetry
S Choi
(No Title), 2012
382012
The deformation spaces of projective structures on 3-dimensional Coxeter orbifolds
S Choi
Geometriae Dedicata 119 (1), 69-90, 2006
342006
The convex and concave decomposition of manifolds with real projective structures
S Choi
Société mathématique de France, 1999
291999
Projective deformations of hyperbolic Coxeter 3-orbifolds
S Choi, CD Hodgson, GS Lee
Geometriae Dedicata 159, 125-167, 2012
232012
Deformations of convex real projective manifolds and orbifolds
S Choi, GS Lee, L Marquis
arXiv preprint arXiv:1605.02548, 2016
222016
The decomposition and classification of radiant affine 3-manifolds
S Choi
American Mathematical Soc., 2001
222001
The decomposition and classification of radiant affine 3-manifolds
S Choi
American Mathematical Soc., 2001
222001
The Margulis lemma and the thick and thin decomposition for convex real projective surfaces
S Choi
Advances in mathematics 122 (1), 150-191, 1996
221996
The convex real projective orbifolds with radial or totally geodesic ends: The closedness and openness of deformations
S Choi
arXiv preprint arXiv:1011.1060, 2010
202010
Topological tameness of Margulis spacetimes
S Choi, W Goldman
American Journal of Mathematics 139 (2), 297-345, 2017
182017
Topological tameness of Margulis spacetimes
S Choi, W Goldman
arXiv preprint arXiv:1204.5308, 2012
182012
Projective deformations of weakly orderable hyperbolic Coxeter orbifolds
S Choi, GS Lee
Geometry & Topology 19 (4), 1777-1828, 2015
172015
Convex decompositions of real projective surfaces. III: for closed or nonorientable surfaces
SY Park
Journal of the Korean Mathematical Society 33 (4), 1139-1171, 1996
171996
Convex projective generalized Dehn filling
S Choi, GS Lee, L Marquis
Annales Scientifiques de l'École Normale Supérieure 53 (1), 217-266, 2020
152020
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