4. Applications Meisters’ [Me] Two-Ears Theorem was motivated by the problem of triangulating a simple polygon. In fact Meisters suggests a greedy, but concise algorithm to achieve this goal, i.e., “find

Source URL: cgm.cs.mcgill.ca

Randomized greedy algorithms for independent sets and matchings in regular graphs: Exact results and finite girth corrections. David Gamarnik ∗

Source URL: www2.isye.gatech.edu

Greedy Block Coordinate Descent for Large Scale Gaussian Process Regression 1 Liefeng Bo1 Toyota Technological Institute at Chicago

Source URL: uai2008.cs.helsinki.fi

1 Blind Denoising with Random Greedy Pursuits Manuel Moussallam∗ , Alexandre Gramfort† , Laurent Daudet∗ , and Ga¨el Richard† ∗ Institut

Source URL: arxiv.org

• Signal processing
• Mathematical analysis
• Electrical engineering
• Timefrequency analysis
• Statistics
• Noise
• Wavelet
• Multivariate statistics
• Time series analysis
• IP
• Noise reduction
• Sparse approximation

A Greedy Algorithm for Minimizing the Number of Primers in Multiple PCR Experiments Koichiro Doi Hiroshi Imai

Source URL: www.jsbi.org

Greedy-type-resistance of Combinatorial Problems Gareth Bendall1 Fran¸cois Margot2 April 2004; Revised July 2005

Source URL: wpweb2.tepper.cmu.edu

Adding Local Exploration to Greedy Best-First Search in Satisficing Planning Fan Xie and Martin Müller and Robert Holte Computing Science, University of Alberta Edmonton, Canada {fxie2,mmueller,rholte}@ualberta.ca

Source URL: webdocs.cs.ualberta.ca

Gossip-based distributed stochastic bandit algorithms Bal´ azs Sz¨ or´ enyi1,2

Source URL: jmlr.org

• Mathematics
• File sharing
• Peer-to-peer
• Greedy algorithm
• Discrete mathematics
• Operations research
• Applied mathematics

Regularized Greedy Forest in C++ Version 1.2: User Guide 1 Introduction

Source URL: stat.rutgers.edu

4. Applications Meisters’ [Me] Two-Ears Theorem was motivated by the problem of triangulating a simple polygon. In fact Meisters suggests a greedy, but concise algorithm to achieve this goal, i.e., “find

Source URL: www-cgrl.cs.mcgill.ca