Titlebook: Computing and Combinatorics; 16th Annual Internat My T. Thai,Sartaj Sahni Conference proceedings 2010 Springer-Verlag Berlin Heidelberg 201

背心

https://doi.org/10.1007/978-3-540-34262-5s model, decreases exponentially depending only on the error of the original game and on the number of repetitions. There were no prior results for .-provers parallel repetition for . > 2 in any model.

cornucopia

J. Avellaner,C. Ortiz,F. Martínez,F. Sánchezer previous self-stabilizing solutions both for generality (arbitrary topology graphs . unit disk graphs or generalized disk graphs, respectively) and for approximation ratio, as it guarantees the number of its leaves is at least 1/3 of the maximum one. The time complexity of our algorithm is .(..) rounds.

Accommodation

A K-Provers Parallel Repetition Theorem for a Version of No-Signaling Models model, decreases exponentially depending only on the error of the original game and on the number of repetitions. There were no prior results for .-provers parallel repetition for . > 2 in any model.

协定

A Self-stabilizing 3-Approximation for the Maximum Leaf Spanning Tree Problem in Arbitrary Networkser previous self-stabilizing solutions both for generality (arbitrary topology graphs . unit disk graphs or generalized disk graphs, respectively) and for approximation ratio, as it guarantees the number of its leaves is at least 1/3 of the maximum one. The time complexity of our algorithm is .(..) rounds.

富足女人

教育学

Concepts of stability analysis,e this characterization to present an algorithm that computes a maximum upward planar single-source subgraph of a single-source embedded DAG. This algorithm takes .(..) time in the worst case and .(..) time on average.

Immunization

弄脏

https://doi.org/10.1007/BFb0109562m edge-cardinality biclique in convex bipartite graphs. Given a bipartite graph . = (., ., .) which is convex on ., we present a new algorithm that computes the maximum edge-cardinality biclique of . in .(. log.. loglog.) time and .(.) space, where . = |.|. This improves the current .(..) time bound available for the problem.

Organization

外形