How to reveal corresponding identities of an individual in different complex systems is an ongoing problem in various areas, which can be transferred to a node-matching problem between different complex networks. In this paper, a novel iterative node-matching algorithm and two appropriate revealed pairwise matched nodes ’ selection strategies are proposed. It is proven that the algorithm has the approximately linear time complexity, which is much lower than that of the traditional matching algorithms in graph theory. Besides it seems that a tiny error imported in the early stage of the iterative process will not be magnified as the algorithm further proceeds. Therefore, the iterative algorithm can produce surprisingly higher matching precis...
This project aims to create an Erdős–Rényi random network using the Stanford Network Analysis Platfo...
Graph matching plays an essential role in many real applications. In this paper, we study how to mat...
When given a collection of graphs on over-lapping, but possibly non-identical, vertex sets, many inf...
Revealing the corresponding identities of the same individual in different systems is a common task ...
Graph matching is important for a wide variety of applications in different domains such as social n...
Two new distributed algorithms for finding matchings on a graph are presented. The first algorithm g...
In approximate graph matching, the goal is to find the best correspondence between the labels of two...
In many graph–mining problems, two networks from differ-ent domains have to be matched. In the absen...
Both the amount of data available and the rate at which it is acquired increases rapidly. The underl...
In this paper we propose a graph matching algorithm which uses random walks to compute topological f...
AbstractWe define the problem of maximal assortativity matching (MAM) for a complex network graph as...
In this paper, we shall critically examine a special class of graph matching algorithms that follow ...
Graph matching algorithms rely on the availability of seed vertex pairs as side information to deano...
Graph pattern matching is typically defined in terms of sub-graph isomorphism, which makes it an np-...
Graph pattern matching is commonly used in a variety of emerging applications such as social network...
This project aims to create an Erdős–Rényi random network using the Stanford Network Analysis Platfo...
Graph matching plays an essential role in many real applications. In this paper, we study how to mat...
When given a collection of graphs on over-lapping, but possibly non-identical, vertex sets, many inf...
Revealing the corresponding identities of the same individual in different systems is a common task ...
Graph matching is important for a wide variety of applications in different domains such as social n...
Two new distributed algorithms for finding matchings on a graph are presented. The first algorithm g...
In approximate graph matching, the goal is to find the best correspondence between the labels of two...
In many graph–mining problems, two networks from differ-ent domains have to be matched. In the absen...
Both the amount of data available and the rate at which it is acquired increases rapidly. The underl...
In this paper we propose a graph matching algorithm which uses random walks to compute topological f...
AbstractWe define the problem of maximal assortativity matching (MAM) for a complex network graph as...
In this paper, we shall critically examine a special class of graph matching algorithms that follow ...
Graph matching algorithms rely on the availability of seed vertex pairs as side information to deano...
Graph pattern matching is typically defined in terms of sub-graph isomorphism, which makes it an np-...
Graph pattern matching is commonly used in a variety of emerging applications such as social network...
This project aims to create an Erdős–Rényi random network using the Stanford Network Analysis Platfo...
Graph matching plays an essential role in many real applications. In this paper, we study how to mat...
When given a collection of graphs on over-lapping, but possibly non-identical, vertex sets, many inf...