Searching for authors named "Piyush Kumar" – sorted by Relevance.
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A note on Approximate Minimum Volume Enclosing Ellipsoid of Ellipsoids
- ⊆ S of size at most α = |X| = O( d2 ) whose minimum volume Piyush Kumar ∗ Florida State University Department
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An Algorithm and a Core Set Result for the Weighted Euclidean One-Center Problem
- An Algorithm and a Core Set Result for the Weighted Euclidean One-Center Problem Piyush Kumar
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I/O-Efficient Construction of Voronoi Diagrams
- I/O-Efficient Construction of Voronoi Diagrams ∗ Piyush Kumar † Edgar A. Ramos ‡ December 5, 2002
- Cited by 7 (0 self) – Add To MetaCart
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A Simple Provable Algorithm for Curve Reconstruction
- A Simple Provable Algorithm for Curve Reconstruction Tamal K. Dey Piyush Kumar Abstract We
- Cited by 35 (8 self) – Add To MetaCart
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On Cycle-Time Performance Improvement Under Varying Product Mixes By Choice Of Scheduling Policies
- Piyush Gupta y , P.R. Kumar z , Dave Andersen x , Theodora Ivanova -- , and Ed Rietman k KEY
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Curve Reconstruction from Noisy Samples
- Curve Reconstruction from Noisy Samples Siu-Wing Cheng ∗ Stefan Funke †‡ Mordecai Golin ∗ Piyush
- Cited by 7 (1 self) – Add To MetaCart
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Finding Large Sticks and Potatoes in Polygons
- Abstract Finding Large Sticks and Potatoes in Polygons Olaf Hall-Holt ∗ Matthew J. Katz † Piyush
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Curve Reconstruction from Noisy Samples
- Curve Reconstruction from Noisy Samples Siu-Wing Cheng∗ Stefan Funke †‡ Mordecai Golin∗ Piyush
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Computing Core-Sets and Approximate Smallest Enclosing HyperSpheres in High Dimensions
- Piyush Kumar † Joseph S. B. Mitchell ‡ E. Alper Yıldırım § We study the minimum enclosing ball (MEB
- Cited by 8 (1 self) – Add To MetaCart
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Approximate Minimum Enclosing Balls in High Dimensions Using Core-Sets
- Approximate Minimum Enclosing Balls in High Dimensions Using Core-Sets Piyush Kumar 1 Joseph S. B
- Cited by 20 (6 self) – Add To MetaCart

