In this paper, we present sparse certificates for biconnectivity together with algorithms for updating these certificates. We thus obtain fully-dynamic algorithms for biconnectivityin graphs that run in O ( √ n log n log ⌈ m ⌉) amor-n tized time per operation, where m is the number of edges and n is the number of nodes in the graph. This improves upon the results in [12], in which algorithms were presented running in O ( √ m log n) amortized time, and solves the open problem to find certificates to speed up biconnectivity, as stated in [2].
[[abstract]]This paper addresses two augmentation problems related to bipartite graphs. The first, a...
© 2018 IEEE. The future of main memory appears to lie in the direction of new technologies that prov...
We give new deterministic bounds for fully-dynamic graph connectivity. Our data structure supports u...
We present fully dynamic algorithms for maintaining the biconnected components in general and plane...
We present fully dynamic algorithms for maintaining the biconnected components in general and plane ...
This paper presents an algorithm for the fully dynamic biconnectivity problem whose running time is ...
Deterministic fully dynamic algorithms are presented for 2-edge connectivity and biconnectivity. For...
A certificate for the k connectivity y of a graph G =(V#E)isasubsetE of E such that (V#E )i...
This paper describes a distributed algorithm for computing the biconnected components of a dynamical...
Dynamic Connectivity is a fundamental algorithmic graph problem, motivated by a wide range of applic...
Recent work in dynamic graph algorithms has led to efficient algorithms for dynamic undirected graph...
The paper proposes dynamic parallel algorithms for connectivity and bipartiteness of undirected grap...
Abstract. In this paper we propose a new algorithm for finding the blocks (biconnected components) o...
We improve upon the running time of several graph and network algorithms when applied to dense graph...
Deterministic fully dynamic graph algorithms are presented for connectivity and minimum spanning for...
[[abstract]]This paper addresses two augmentation problems related to bipartite graphs. The first, a...
© 2018 IEEE. The future of main memory appears to lie in the direction of new technologies that prov...
We give new deterministic bounds for fully-dynamic graph connectivity. Our data structure supports u...
We present fully dynamic algorithms for maintaining the biconnected components in general and plane...
We present fully dynamic algorithms for maintaining the biconnected components in general and plane ...
This paper presents an algorithm for the fully dynamic biconnectivity problem whose running time is ...
Deterministic fully dynamic algorithms are presented for 2-edge connectivity and biconnectivity. For...
A certificate for the k connectivity y of a graph G =(V#E)isasubsetE of E such that (V#E )i...
This paper describes a distributed algorithm for computing the biconnected components of a dynamical...
Dynamic Connectivity is a fundamental algorithmic graph problem, motivated by a wide range of applic...
Recent work in dynamic graph algorithms has led to efficient algorithms for dynamic undirected graph...
The paper proposes dynamic parallel algorithms for connectivity and bipartiteness of undirected grap...
Abstract. In this paper we propose a new algorithm for finding the blocks (biconnected components) o...
We improve upon the running time of several graph and network algorithms when applied to dense graph...
Deterministic fully dynamic graph algorithms are presented for connectivity and minimum spanning for...
[[abstract]]This paper addresses two augmentation problems related to bipartite graphs. The first, a...
© 2018 IEEE. The future of main memory appears to lie in the direction of new technologies that prov...
We give new deterministic bounds for fully-dynamic graph connectivity. Our data structure supports u...