Apr 15, 2007 · In this paper we give polynomial-time algorithms that find such partitions. Constructive generalizations for k-partitions are also presented.
In this paper we give polynomial- time algorithms that find such partitions. Constructive generalizations for k-partitions are also presented. Keywords: graph ...
Graph Theory 23 (1996) 321-324] proved that if every vertex v in a graph G has degree d(v)>=a(v)+b(v)+1 (where a and b are arbitrarily given nonnegative integer ...
Maximum Directed Cuts in Graphs with Degree Constraints · Efficient algorithms for decomposing graphs under degree constraints · Decomposing locally semicomplete ...
Dec 11, 2012 · Bazgan, C. and Tuza, Zsolt and Vanderpooten, D. (2007) Efficient algorithms for decomposing graphs under degree constraints.
Thomassen: If s and t are non-negative integers, and if G is a graph with minimum degree s + t + 1, then the vertex set of G can be partitioned into two sets ...
Missing: Efficient algorithms
The pathwidth of a graph equals the minimum width of a path-decomposition, where the width of a path-decomposition is the maximum size of a subset minus one.
Our primary algorithmic tool is the construction of an o(n)-sized implicit decomposition of a bounded-degree graph G, which combined with read-only access to G.
Dec 14, 2024 · Decomposing Graphs under Degree Constraints. Article. Nov 1996; J ... Efficient algorithms for decomposing graphs under degree constraints.
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Mar 3, 2016 · Ford-Fulkerson algorithm: An algorithm to find a maximum flow for any given net- work associated with an initial flow. Walks and Trees. Walk: A ...