Jul 4, 2017 · Abstract:The Cycle Packing problem asks whether a given undirected graph G=(V,E) contains k vertex-disjoint cycles. Since the publication of ...

The Cycle Packing problem asks whether a given undirected graph G = ( V , E ) contains k vertex-disjoint cycles. Since the publication of the classic ...

Jul 7, 2017 · Abstract. The Cycle Packing problem asks whether a given undirected graph G=(V,E) contains k vertex-disjoint cycles. Since the publication of ...

Since the publication of the classic Erdös--Pósa theorem in 1965, this problem received significant attention in the fields of graph theory and algorithm design ...

Abstract. The Cycle Packing problem asks whether a given undirected graph G = (V, E) con- tains k vertex-disjoint cycles. Since the publication of the ...

This paper develops a 2O( k log2 k log log k ) · |V |-time (deterministic) algorithm for Cycle Packing, which runs in time linear in |V|, and its space ...

Fingerprint. Dive into the research topics of 'Packing cycles faster than Erdos–Posa'. Together they form a unique fingerprint.

As a consequence, we obtain a result of Erdős–Pósa type for odd cycles in graphs of large connectivity. Also, every -connected graph contains a totally odd - ...

Quadratic Upper Bounds on the Erdős–Pósa Property for a Generalization of Packing and Covering Cycles ... Packing Cycles Faster Than Erdos-Posa · D. Lokshtanov ...

In this paper, we address the opposite problem of packing A-paths of weight 0, which we call Γ-zero (or simply zero) A-paths, in group-labeled graphs.