Abstract. Given a graph G, the edge-disjoint cycle packing problem is to find the largest set of cycles of which no two share an edge. For undirected graphs, ...
Abstract. Given a graph G, the edge-disjoint cycle packing problem is to find the largest set of cycles of which no two share an edge.
The best approximation algorithms for edge-disjoint cycle packing are due to Krivelevich et al. [16], where they give an \(O\sqrt{\rm log n}\)-approximation for ...
Aug 11, 2009 · Given a graph G, the edge-disjoint cycle packing problem is to find the largest set of cycles of which no two share an edge.
Approximability of Packing Disjoint Cycles · Zachary Friggstad, M. Salavatipour · Published in Algorithmica 17 December 2007 · Computer Science, Mathematics.
Given a graph G, the edge-disjoint cycle packing problem is to find the largest set of cycles of which no two share an edge. For undirected graphs, the best ...
We give an fpt approximation algorithm for the directed ver- tex disjoint cycle problem. Given a directed graph G with n vertices and a positive integer k, the ...
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We give an fpt approximation algorithm for the directed ver- tex disjoint cycle problem. Given a directed graph G with n vertices and a positive integer k, the ...
The maximum cycle packing problem is to find a set of re(G) edge-disjoint cycles in G. Problems concerning packing edge-disjoint or vertex-disjoint cycles in ...
Nov 19, 2023 · In this paper, we consider approximation algorithms. For metric k-cycle packing, we improve the previous approximation ratio from 3/5 to 7/10 for k=5.