Tamal K. Dey
Ohio State Univ., Dept. of Computer & Information Science
http://www.cis.ohio-state.edu/~tamaldey/
tamaldey@cis.ohio-state.edu
Author, editor, or reviewer of:
- A simple algorithm for homeomorphic surface reconstruction
- A simple provable algorithm for curve reconstruction
- Alpha-shapes and flow shapes are homotopy equivalent
- Approximate minimum weight Steiner triangulation in three dimensions
- Approximating the medial axis from the Voronoi diagram with a convergence guarantee
- Computational topology
- Counting triangle crossings and halving planes
- Critical points of the distance to an epsilon-sampling of a surface and flow-complex-based surface reconstruction
- Curve reconstruction: connecting dots with good reason
- Detecting boundaries for surface reconstruction using co-cones
- Fast reconstruction of curves with sharp corners
- Improved bounds for planar $k$-sets and related problems
- Manifold reconstruction from point samples
- Polytopes in arrangements
- Quality meshing for polyhedra with small angles
- Quality meshing with weighted Delaunay refinement
- Reconstructing curves with sharp corners
- Sample shuffling for quality hierarchic surface meshing
- Shape dimension and approximation from samples
- Sliver exudation
