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The Endogenous Analysis of Flows,with Applications to Migrations,Social Mobility and Opinion Shifts
Authors:FRANÇOIS BAVAUD
Institution:1. University of Lausanne , Switzerland Francois.Bavaud@unil.ch
Abstract:For exponential random graph models, under quite general conditions, it is proved that induced subgraphs on node sets disconnected from the other nodes still have distributions from an exponential random graph model. This can help in the theoretical interpretation of such models. An application is that for saturated snowball samples from a potentially larger graph which is a realization of an exponential random graph model, it is possible to do the analysis of the observed snowball sample within the framework of exponential random graph models without any knowledge of the larger graph.
Keywords:accessibilities  aggregation  Courgeau index  expansivities  gravity model  jump matrix  Markov embedding  mobility indices  quasi-symmetry  relative entropy  reversibility  Shorrocks index  sojourn times  stayers-movers
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