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Emo Welzl
Fast Distributed Algorithms for LP-Type Problems of Low Dimension
Call for Papers RIMS Workshop on Computational Geometry and Discrete Mathematics October 16-18, 2008, Kyoto, Japan
Dagst%Uh|-Seminar-Report; 59
Pseudo Unique Sink Orientations Arxiv:1704.08481V1 [Math.CO] 27
The Epsilon-T-Net Problem, Proc. Symposium on Computational
Crossing-Free Configurations on Planar Point Sets
Federated Computing Research Conference, FCRC’96, Which Is David Wise, Steering Being Held May 20 - 28, 1996 at the Philadelphia Downtown Marriott
LINEAR PROGRAMMING Martin Dyer, Bernd G¨Artner, Nimrod Megiddo, and Emo Welzl
Computational Geometry – 99102
Fast Distributed Algorithms for LP-Type Problems of Bounded Dimension
A Subexponential Bound for Linear Programming∗†
Fast and Robust Smallest Enclosing Balls *
Combinatorial Geometry and Its Algorithmic Applications the Alcalá Lectures
T Atigkeitsbericht 1996 Arbeitsgruppe Theoretische Informatik
Computing Core-Sets and Approximate Smallest Enclosing Hyperspheres in High Dimensions∗
Fast Distributed Algorithms for Lp-Type Problems of Low Dimension
The Ε-T-Net Problem
Smallest Enclosing Balls of Balls
Top View
Finding the Sink Takes Some Time an Almost Quadratic Lower Bound for Finding the Sink of Unique Sink Oriented Cubes
Curriculum Vitae
36Th International Symposium on Computational Geometry
Arxiv:Math/0502025V2 [Math.CO] 15 Jul 2008 Psta R Osdrdaebudda Ela Ohpial N Dua and Primally Both with As Deal Well Only Will As We Bounded Thus, Are [19]
Personal Education Diplomas And/Or Titles Research
The Niceness of Unique Sink Orientations
A New Combinatorial Property of Geometric Unique Sink Orientations
The Niceness of Unique Sink Orientations