This paper presents a BDD-based implicit algorithm to compute all maximal strongly connected components of directed graphs. The algorithm iteratively applies reachability analysis and sequentially identifies SCCs. Experiments suggest that the algorithm dramatically outperforms the only existing implicit method which must compute the transitive closure of the adjacency matrix of the graphs
Edge-coloured directed graphs provide an essential structure for modellingand analysis of complex sy...
Abstract. We present an Isabelle/HOL formalization of Gabow’s al-gorithm for finding the strongly co...
This paper presents new algorithms for computing single source shortest paths (SSSPs) in a nearly ac...
We present an algorithm that computes in a linear number of symbolic steps (O(|V|)) the strongly con...
We present an algorithm that computes in a linear number of symbolic steps (O(jV j)) the strongly co...
Abstract. We study the problem of determining strongly connected compo-nents (Sccs) of directed hype...
A strongly connected component (SCC) is a maximal subgraph of a directed graph G in which every pair...
AbstractWe present a new linear algorithm for constructing all strongly connected components of a di...
Strongly connected components of a directed graph can be found in an optimal linear time, by algorit...
Strongly connected components of a directed graph can be found in an optimal linear time, by algori...
We present two improved versions of Tarjan's algorithm for finding the strongly connected (or s...
Abstract. This paper presents the method of a parallel implementation of Tarjan’s algorithm that sol...
Large, complex graphs are increasingly used to represent unstructured data in scientific application...
Abstract In this paper, we consider the problems of computing the strongly connected components and ...
Tarjan’s algorithm for the computation of the maximal strong components in a directed graph is prese...
Edge-coloured directed graphs provide an essential structure for modellingand analysis of complex sy...
Abstract. We present an Isabelle/HOL formalization of Gabow’s al-gorithm for finding the strongly co...
This paper presents new algorithms for computing single source shortest paths (SSSPs) in a nearly ac...
We present an algorithm that computes in a linear number of symbolic steps (O(|V|)) the strongly con...
We present an algorithm that computes in a linear number of symbolic steps (O(jV j)) the strongly co...
Abstract. We study the problem of determining strongly connected compo-nents (Sccs) of directed hype...
A strongly connected component (SCC) is a maximal subgraph of a directed graph G in which every pair...
AbstractWe present a new linear algorithm for constructing all strongly connected components of a di...
Strongly connected components of a directed graph can be found in an optimal linear time, by algorit...
Strongly connected components of a directed graph can be found in an optimal linear time, by algori...
We present two improved versions of Tarjan's algorithm for finding the strongly connected (or s...
Abstract. This paper presents the method of a parallel implementation of Tarjan’s algorithm that sol...
Large, complex graphs are increasingly used to represent unstructured data in scientific application...
Abstract In this paper, we consider the problems of computing the strongly connected components and ...
Tarjan’s algorithm for the computation of the maximal strong components in a directed graph is prese...
Edge-coloured directed graphs provide an essential structure for modellingand analysis of complex sy...
Abstract. We present an Isabelle/HOL formalization of Gabow’s al-gorithm for finding the strongly co...
This paper presents new algorithms for computing single source shortest paths (SSSPs) in a nearly ac...