DOIAbstract
The paper sets out to investigate the degree sequences d1≥d2≥...≥dn of random graphs of order n in which the edges are chosen independently and with the same probability p,
The paper sets out to investigate the degree sequences d1≥d2≥...≥dn of random graphs of order n in which the edges are chosen independently and with the same probability p,
We survey the recent work on phase transition and distances in various random graph models with gene...
This concerns three random bipartite graph models. For each random graph model a binomially based mo...
This thesis is concerned with the study of random graphs and random algorithms. There are three over...
AbstractThe paper sets out to investigate the degree sequences d1⩾d2⩾…⩾dn of random graphs of order ...
This paper concerns the degree sequence d1 ≥ d2 ≥ … ≥ dn of a randomly labeled graph of order n in w...
Consider random graphs with n labelled vertices in which the edges are chosen independently and with...
Recently, Barabási and Albert [2] suggested modeling complex real-world networks such as the worldwi...
Let GD be the set of graphs G(V, E) with n vertices, and the degree sequence equal to D = (d1, d2,.....
AbstractConsider random graphs with n labelled vertices in which the edges are chosen independently ...
In this work we determine the expected number of vertices of degree k = k(n) in a graph with n verti...
Generalized random graphs [1] have arbitrary probability distribution of the degrees of their vertic...
In this work we determine the expected number of vertices of degree k = k(n) in a graph with n verti...
The degree-restricted random process is a natural algorithmic model for generating graphs with degre...
AbstractLet Gn,d denote the uniformly random d-regular graph on n vertices. For any S⊂[n], we obtain...
AbstractLet G(n, p) be a graph on n vertices in which each possible edge is presented independently ...
We survey the recent work on phase transition and distances in various random graph models with gene...
This concerns three random bipartite graph models. For each random graph model a binomially based mo...
This thesis is concerned with the study of random graphs and random algorithms. There are three over...
AbstractThe paper sets out to investigate the degree sequences d1⩾d2⩾…⩾dn of random graphs of order ...
This paper concerns the degree sequence d1 ≥ d2 ≥ … ≥ dn of a randomly labeled graph of order n in w...
Consider random graphs with n labelled vertices in which the edges are chosen independently and with...
Recently, Barabási and Albert [2] suggested modeling complex real-world networks such as the worldwi...
Let GD be the set of graphs G(V, E) with n vertices, and the degree sequence equal to D = (d1, d2,.....
AbstractConsider random graphs with n labelled vertices in which the edges are chosen independently ...
In this work we determine the expected number of vertices of degree k = k(n) in a graph with n verti...
Generalized random graphs [1] have arbitrary probability distribution of the degrees of their vertic...
In this work we determine the expected number of vertices of degree k = k(n) in a graph with n verti...
The degree-restricted random process is a natural algorithmic model for generating graphs with degre...
AbstractLet Gn,d denote the uniformly random d-regular graph on n vertices. For any S⊂[n], we obtain...
AbstractLet G(n, p) be a graph on n vertices in which each possible edge is presented independently ...
We survey the recent work on phase transition and distances in various random graph models with gene...
This concerns three random bipartite graph models. For each random graph model a binomially based mo...
This thesis is concerned with the study of random graphs and random algorithms. There are three over...
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