Searching for authors named "Spyros Angelopoulos" – sorted by Relevance.
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Ordering-preserving transformations and greedy-like algorithms
- Abstract. Borodin, Nielsen and Rackoff [5] proposed a framework for abstracting the main properties of greedy-like algorithms with emphasis on scheduling problems, and Davis and Impagliazzo [6] extended it so as to make it applicable to graph optimization problems. In this paper we propose a related
- Cited by 1 (0 self) – Add To MetaCart
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Improved bounds for the online Steiner tree problem in graphs of bounded edgeasymmetry
- In this paper we consider the Online Steiner Tree problem in weighted directed graphs of bounded edge-asymmetry α. The edge-asymmetry of a directed graph is defined as the maximum ratio of the cost (weight) of antiparallel edges in the graph. The problem has applications in multicast routing over a
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The Approximation Power of Priority Algorithms
- Greedy-like algorithms have been a popular approach in combinatorial optimization, due to their conceptual simplicity and amenability to analysis. Surprisingly, it was only recently that a formal framework for their study emerged. In particular, Borodin, Nielsen and Rackoff introduced the class of p
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On the Power of Priority Algorithms for Facility Location and Set Cover
- We apply and extend the priority algorithm framework introduced by Borodin, Nielsen and Rackoff to define "greedy-like" algorithms for (uncapacitated) facility location problems and set cover. These problems have been the focus of extensive research from the point of view of approximation algorithms
- Cited by 14 (5 self) – Add To MetaCart

