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The Journal of Mathematical Sociology Volume 39, 2015 - Issue 3
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Articles

A Novel Simulation Method for Binary Discrete Exponential Families, With Application to Social Networks

Carter T. ButtsDepartments of Sociology, Statistics, and EECS, and Institute for Mathematical Behavioral Sciences, University of California, Irvine, Irvine California, USACorrespondence[email protected]
Pages 174-202 | Published online: 09 Jul 2015

Citations (8)

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Read on this site (3)

Carter T. Butts. (2022) A dynamic process reference model for sparse networks with reciprocity. The Journal of Mathematical Sociology 46:1, pages 1-27.
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Carter T. Butts. (2018) A perfect sampling method for exponential family random graph models. The Journal of Mathematical Sociology 42:1, pages 17-36.
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Carter T. Butts. (2016) On the equivalence of the edge/isolate and edge/concurrent tie ERGM families, and their extensions. The Journal of Mathematical Sociology 40:1, pages 1-6.
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Articles from other publishers (5)

Xiwen Jiang, Selena Margarita Livas, Fan Yin, Sayantan Banerjee, Carter T. Butts & Weining Shen. (2023) Structure recovery and trend estimation for dynamic network analysis. Stat 12:1.
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Andressa Cerqueira & Nancy L. Garcia. (2022) Graphical construction of spatial Gibbs random graphs. Journal of Mathematical Physics 63:4.
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Michael Schweinberger, Pavel N. Krivitsky, Carter T. Butts & Jonathan R. Stewart. (2020) Exponential-Family Models of Random Graphs: Inference in Finite, Super and Infinite Population Scenarios. Statistical Science 35:4.
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Yue Yu, Gianmarc Grazioli, Megha H. Unhelkar, Rachel W. Martin & Carter T. Butts. (2020) Network Hamiltonian models reveal pathways to amyloid fibril formation. Scientific Reports 10:1.
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Roberto Vignera. (2017) Teoria e formalizzazione matematica nella tradizione sociologica classica: note di un bilancio controverso. SOCIOLOGIA E RICERCA SOCIALE:114, pages 52-80.
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