Ramaswami, Suneeta - Department of Computer Science, Rutgers University at Camden

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Ramaswami, Suneeta - Department of Computer Science, Rutgers University at Camden

Quadrilateral Meshes for the Registration of Human Brain Images M. Siqueira 1 T. Sundaram 2 S. Ramaswami 3y J. Gallier 1 J. Gee 4
A NEW ALGORITHM FOR GENERATING QUADRILATERAL MESHES AND ITS APPLICATION TO FEBASED IMAGE
Optimal Parallel Randomized Algorithms for the Voronoi Diagram of Line Segments in the Plane #
1 PARALLEL RANDOMIZED TECHNIQUES FOR SOME
Implicit Convex Polygons Francisco Gomez 1 Ferran Hurtado 2 Suneeta Ramaswami 3 Vera Sacristan 2
Optimal Mesh Algorithms for the Voronoi Diagram of Line Segments and Motion Planning in the Plane \Lambda
Games on Triangulations Oswin Aichholzer1
Fast Implementation of Depth Contours using Topological Sweep # Kim Miller + Suneeta Ramaswami # Peter Rousseeuw Toni Sellares
On Removing Nondegeneracy Assumptions in Computational Geometry ?
Constrained Quadrilateral Meshes of Bounded Size S. Ramaswami 1 M. Siqueira 2;3 T. Sundaram 4 J. Gallier 5 J. Gee 6
Finding Specified Sections of Arrangements: 2D Results P. Bose 1 F. Hurtado 2 H. Meijer 3 S. Ramaswami 4 D. Rappaport 3
On Computing General Position Views of Data in Three Dimensions #
Flipturning Polygons Oswin Aichholzer y
Converting Triangulations to Quadrangulations \Lambda Suneeta Ramaswami
Efficient Approximation Algorithms for Tiling and Packing Problems With Rectangles \Lambda
Small Convex Quadrangulations of Point Sets David Bremner 1 , Ferran Hurtado 2 , Suneeta Ramaswami 3 , and Vera Sacrist an 2
Experimental Results on Quadrangulations of Sets of Fixed Points Prosenjit Bose # Suneeta Ramaswami + Godfried Toussaint # Alain Turki
Parallel Randomized Techniques for Some Fundamental Geometric Problems: A Survey
Quadrilateral Meshes with Provable Angle Bounds F. Betul Atalay
Realistic Reconfiguration of Crystalline (and Telecube) Robots
CONNECTING POLYGONIZATIONS VIA STRETCHES AND TWANGS MIRELA DAMIAN 1
Quadrilateral Meshes for Finite Element-Based Image Registration
Finding Specified Sections of Arrangements: 2D Results P. Bose 1 F. Hurtado 2 H. Meijer 3 S. Ramaswami 4 D. Rappaport 3
Experimental Results on Upper Bounds for Vertex Pi-Lights Victoria Brumberg1
5. Acknowledgments The authors thank Francisco Gomez, Fady Habra, Sunil Shende and Xun Xue for interesting discussions.
Linear Reconfiguration of Cube-Style Modular Robots
Computing Constrained MinimumWidth Annuli of Point Sets ?
Improved Approximation Algorithms for Rectangle Tiling and Packing Piotr Berman # Bhaskar DasGupta + S. Muthukrishnan # Suneeta Ramaswami
Implicit convex polygons Francisco G omez 1 Ferran Hurtado 2 Suneeta Ramaswami 3
17th Fall Workshop on Computational Geometry, 2007 Connecting Polygonizations via Stretches and Twangs: Abstract
Efficient Constant-Velocity Reconfiguration of Crystalline Robots
Quadrilateral Meshes with Bounded Minimum Angle Betul Atalay
Flipturning Polygons (Extended abstract)
Experimental Comparison of Quadrangulation Algorithms for Sets of Points
Computing Constrained MinimumWidth Annuli of Point Sets \Lambda
An O(n log n)-Time Algorithm for the Restriction Scaffold Assignment Problem