<ul><li>The effective graph resistance can be computed using the Moore-Penrose pseudoinverse of a matrix.</li><li>In graph theory, the effective resistance between two nodes in a graph is analogous to the electrical resistance between those two nodes.</li><li>The graph Laplacian of a graph G, denoted as L, is calculated as L = D - A, where D is the diagonal matrix of node degrees and A is the adjacency matrix.</li><li>Calculating graph resistance involves solving a linear system using the Moore-Penrose pseudoinverse to find the resistance matrix.</li></ul>

Effective graph resistance

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