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Date: 2009-10-04 22:30:45Graph theory Mathematics Algebra Algebraic graph theory Matrices Matrix theory Adjacency matrix Line graph Graph Incidence matrix Regular graph Eigenvalues and eigenvectors | The spectra of super line multigraphs Jay Bagga Department of Computer Science Ball State University Muncie, INAdd to Reading ListSource URL: math.iit.eduDownload Document from Source WebsiteFile Size: 160,77 KBShare Document on Facebook |
Graph Algorithms Representations of graph G with vertices V and edges E ● V x V adjacency-matrix A: Au, v = 1 (u, v) ∈ E Size: |V|2 Better for dense graphs, i.e., |E| = Ω(|V|2)DocID: 1v2B4 - View Document | |
Mathematical Methods – Graph Theory EXAMPLE 2 Let G be the graph drawn here: 1) (1 pt.) Adjacency matrix: 2) (1 pt.) Incidence matrix:DocID: 1unJY - View Document | |
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Network Analysis and Modeling Lectures 1 and 2 Prof. Aaron Clauset 1DocID: 1rmNc - View Document |