Tamal K. Dey
Tamal K. Dey
Professor Computer Science and Engineering, The Ohio State University
Verified email at osu.edu - Homepage
TitleCited byYear
Handbook of discrete and computational geometry
CD Toth, J O'Rourke, JE Goodman
Chapman and Hall/CRC, 2017
A simple algorithm for homeomorphic surface reconstruction
N Amenta, S Choi, TK Dey, N Leekha
International Journal of Computational Geometry & Applications 12 (01n02 …, 2002
Tight cocone: a water-tight surface reconstructor
TK Dey, S Goswami
Proceedings of the eighth ACM symposium on Solid modeling and applications …, 2003
Curve and surface reconstruction: algorithms with mathematical analysis
TK Dey
Cambridge University Press, 2006
Provable surface reconstruction from noisy samples
TK Dey, S Goswami
Computational Geometry 35 (1-2), 124-141, 2006
Sliver exudation
SW Cheng, TK Dey, H Edelsbrunner, MA Facello, SH Teng
Journal of the ACM (JACM) 47 (5), 883-904, 2000
Delaunay mesh generation
J Shewchuk, TK Dey, SW Cheng
Chapman and Hall/CRC, 2016
Improved Bounds for Planar k -Sets and Related Problems
TK Dey
Discrete & Computational Geometry 19 (3), 373-382, 1998
Approximate medial axis as a voronoi subcomplex
TK Dey, W Zhao
Proceedings of the seventh ACM symposium on Solid modeling and applications …, 2002
Defining and computing curve-skeletons with medial geodesic function
TK Dey, J Sun
Symposium on geometry processing 6, 143-152, 2006
Delaunay based shape reconstruction from large data
TK Dey, J Giesen, J Hudson
Proceedings of the IEEE 2001 symposium on parallel and large-data …, 2001
Shape segmentation and matching with flow discretization
TK Dey, J Giesen, S Goswami
Workshop on Algorithms and Data Structures, 25-36, 2003
Computational topology
TK Dey, H Edelsbrunner, S Guha
Contemporary mathematics 223, 109-144, 1999
Topology preserving edge contraction
TK Dey, H Edelsbrunner, S Guha, DV Nekhayev
Publ. Inst. Math.(Beograd)(NS) 66 (80), 23-45, 1999
Detecting undersampling in surface reconstruction
TK Dey, TK Dey, J Giesen
Proceedings of the seventeenth annual symposium on Computational geometry …, 2001
. An Adaptive MLS Surface for Reconstruction with Guarantees.
TK Dey, J Sun
Symposium on Geometry processing, 43-52, 2005
Convex decomposition of polyhedra and robustness
CL Bajaj, TK Dey
SIAM Journal on Computing 21 (2), 339-364, 1992
A simple provable algorithm for curve reconstruction
TK Dey, P Kumar
In Proc. 10th ACM-SIAM Sympos. Discrete Algorithms, 1999
Approximating the medial axis from the Voronoi diagram with a convergence guarantee
TK Dey, W Zhao
Algorithmica 38 (1), 179-200, 2004
Curve reconstruction: Connecting dots with good reason
TK Dey, K Mehlhorn, EA Ramos
Computational Geometry 15 (4), 229-244, 2000
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