Stylized facts in social networks: Community-based static modeling

November 11, 2016 Β· Declared Dead Β· πŸ› Physica A: Statistical Mechanics and its Applications

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Authors Hang-Hyun Jo, Yohsuke Murase, JΓ‘nos TΓΆrΓΆk, JΓ‘nos KertΓ©sz, Kimmo Kaski arXiv ID 1611.03664 Category physics.soc-ph Cross-listed cs.SI Citations 12 Venue Physica A: Statistical Mechanics and its Applications Last Checked 3 months ago
Abstract
The past analyses of datasets of social networks have enabled us to make empirical findings of a number of aspects of human society, which are commonly featured as stylized facts of social networks, such as broad distributions of network quantities, existence of communities, assortative mixing, and intensity-topology correlations. Since the understanding of the structure of these complex social networks is far from complete, for deeper insight into human society more comprehensive datasets and modeling of the stylized facts are needed. Although the existing dynamical and static models can generate some stylized facts, here we take an alternative approach by devising a community-based static model with heterogeneous community sizes and larger communities having smaller link density and weight. With these few assumptions we are able to generate realistic social networks that show most stylized facts for a wide range of parameters, as demonstrated numerically and analytically. Since our community-based static model is simple to implement and easily scalable, it can be used as a reference system, benchmark, or testbed for further applications.
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