The most distinctive property of a random graph is inarguably the threshold phenomenon. In this paper, we study the threshold phenomenon for the existence of a complete graph and distribution of ...

🔗 Bipartite Graph Classification using Graph Partitioning and Neural Networks This project explores the classification of bipartite graphs using deep learning methods. It combines classical graph ...

Specifically, to fully explore the characteristics of the spectral and spatial contexts in HSIs, we propose a novel superpixel and pixel coclustering framework with bipartite graph partitioning in the ...

In addition, recent research in matroid theory has harnessed linear algebraic methods to elucidate relationships among graph invariants, reinforcing the algebraic foundations underlying duality ...

Graph Polynomials and Duality in Graph Theory Publication Trend The graph below shows the total number of publications each year in Graph Polynomials and Duality in Graph Theory.

There exists a theorem which claims that a graph is bipartite if and only if all its cycles have even length. However, in practice it's more convenient to use a different formulation of the definition ...

We model the influence of sharing large exogeneous losses to the reinsurance market by a bipartite graph. Using Paretotailed claims and multivariate regular variation we obtain asymptotic results for ...

Oct. 30, 2019 Alternating Connectivity in Random Graphs presented by Ryan Cushman, Department of Mathematics, Western Michigan University Abstract: In the noisy channel model from coding theory, we ...

A. J. Hoffman, On the Line Graph of the Complete Bipartite Graph, The Annals of Mathematical Statistics, Vol. 35, No. 2 (Jun., 1964), pp. 883-885 ...