Publish Date:
Wed, 02/01/2012 - 23:23
Working on this paper about the Laplacianoid, a sort of chimerical object that can gradually make a network into one that's more clustered. The Laplacianoid operates on matrices (which represent networks, aka graphs) so it has eigenmatrices rather than eigenvectors, and I need to understand the eigenmatrices. So I made some pictures of them:
http://lalashan.mcmaster.ca/theobio/worden/index.php/Laplacian_Experimen...
This was really because I was missing most of the symmetric eigenmatrices. After I made the pictures, I figured out how to construct them, but not actually because of the pictures.