Shang-Hua Teng
Boston Univ., Dept. of Computer Science
and Akamai Technologies Inc.
http://www.cs.bu.edu/fac/steng/
steng@cs.bu.edu
Author, editor, or reviewer of:
- A data-parallel implementation of the geometric partitioning algorithm
- A Delaunay based numerical method for three dimensions: generation, formulation, and partition
- A deterministic linear time algorithm for geometric separators and its applications
- Approximating center points with iterated Radon points
- Automatic mesh partitioning
- Biting spheres in 3D
- Biting: advancing front meets sphere packing
- Combinatorial aspects of geometric graphs
- Control volume meshes using sphere packing: generation, refinement and coarsening
- Data generation for geometric algorithms on non-uniform distributions
- Disk packings and planar separators
- Dynamic load balancing for parallel adaptive mesh refinement{}
- Fast nested dissection for finite element meshes
- Fast separator decomposition for finite element meshes
- Geometric mesh partitioning: implementation and experiments
- Geometric separators for finite-element meshes
- How good is recursive bisection?
- Layer based solutions for constrained space-time meshing
- Low energy and mutually distant sampling
- Min-max-boundary domain decomposition
- Moments of inertia and graph separators
- On the radius-edge condition in the control volume method
- Optimal coarsening of unstructured meshes
- Optimal good-aspect-ratio coarsening for unstructured meshes
- Parallel construction of quadtrees and quality triangulations
- Parallel Delaunay refinement: algorithms and analyses
- Partitioning meshes with lines and planes
- Points, spheres, and separators: a unified approach to graph partitioning
- Provably good partitioning and load balancing algorithms for parallel adaptive $N$-body simulation
- Regression depth and center points
- Separators for sphere-packings and nearest neighbor graphs
- Simultaneous refinement and coarsening adaptive meshing with moving boundaries
- Sliver exudation
- To generate good triangular meshes, conforming to control spacing requirements
- Unstructured mesh generation: Theory, practice, and perspectives
- Proc. 11th Int. Symp. Algorithms & Computation (ISAAC 2000)
- Proc. 5th Int. Symp. Solving Irregularly Structured Problems in Parallel (IRREGULAR 1998)
