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Testing Goodness of Fit of Random Graph Models 

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Author(s): Villõ Csiszár | Péter Hussami | János Komlós | Tamás F. Móri | Lídia Rejtõ | Gábor Tusnády

Journal: Algorithms
ISSN 1999-4893

Volume: 5;
Issue: 4;
Start page: 629;
Date: 2012;
Original page

Keywords: random graph | maximum likelihood | rank entropy

ABSTRACT
Random graphs are matrices with independent 0–1 elements with probabilities determined by a small number of parameters. One of the oldest models is the Rasch model where the odds are ratios of positive numbers scaling the rows and columns. Later Persi Diaconis with his coworkers rediscovered the model for symmetric matrices and called the model beta. Here we give goodness-of-fit tests for the model and extend the model to a version of the block model introduced by Holland, Laskey and Leinhard.
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