18 results with keyword: 'bayesian inference for exponential random graph models'
In order to do this, 100 graphs are simulated from 100 independent realisations taken from the estimated posterior distribution and compared to the observed graph in terms of
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After fitting the two competing models we computed a Bayes factor using the approach described in Section 3 to compare the model with nodal random effects to the one with
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With the exception of individual 9 for the 10% thresh- old and individual 22 for the 20% threshold, the posterior predictive distribution indicated a reasonable fit with at two or
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“Cycle Census Statistics for Exponential Random Graph Models.”... GLI-Graph
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Figure A.14: Local and global efficiency in the observed networks constructed via proportional thresh- olding with average node degree K = 5 (bar plots) compared to S = 1000
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We evaluate and extend a new model for inference with network data, the Exponential Random Graph Model (ERGM), that simultaneously allows both inference on covariates and
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In our Bayesian context, inference with the mixed graph discrete models of Drton and Richardson would not to be any computationally easier than the case for Markov random fields,
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Exponential Random Graphs Models (ERGM) are common, simple statistical models for social net- work and other network structures.. Unfortunately, inference and learning with them is
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In this section we consider four different random graph ensembles: exponential random graph models, random geometric graphs, Erd˝ os-R´ enyi random graphs conditioned on a large
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ERGMs can describe the structure of social networks by accommodating a hierarchy of network statistics reflecting dependence assumptions at different local levels such as dyadic
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However, the networks generated using only propositions related to distance and cultural homophily are not plausible network reconstructions since they do not reflect the
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The aim of this chapter is to state and prove a joint central limit theorem (CLT) for three random graph statistics in the Erdös-Rényi-Gilbert random graph model: the number of
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Trying this iterative sampling with spectral clustering algorithm on existing networks have generated simulations with very accurate counts and densities of overall, homophilous,
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Our results provide a formal justification for Bayesian inference in these wide classes of models: our models accommodate any proper distribution for the random effects (which
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In this study, we interrogate the elite factor in electricity sector reality, economic security and national development in Nigeria.. Invariably, the theoretical
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