Stochastic actor oriented model with random effects
Decanato - Facoltà di scienze informatiche
Data: 28 Agosto 2023 / 14:30 - 17:00
USI East Campus, Room D1.14
You are cordially invited to attend the PhD Dissertation Defence of Giacomo Ceoldo on Monday 28 August 2023 at 14:00 in room D1.14 (USI East Campus).
The stochastic actor oriented model (SAOM) is generalized to allow for the inclusion of random effects, so that the heterogeneity of the individuals can be modelled more accurately. The method of moments estimation, with the model evaluation procedure that are commonly used in the SAOM, are generalized to being able to estimate the parameters of the model when there are random effects. A social network of workers in a tailor shop has been analysed using the SAOM with random effects. The focus of the analysis has been the comparison of different models, with or without random effects, and the difference in the interpretation of the parameters. The algorithm developed for the SAOM has been studied in more detail in a regression set up, also when the parameters are estimated with generalized method of moments. The focus of the research has been on the comparison between different methods to increase the power of test statistics, when the statistics used to estimate the parameters are correlated. Algorithms that are used in social network analysis are often based on simulating the underline network process, that is represented by a discrete dynamic data structure. An efficient R implementation of sets and multisets, based on hash tables, is discussed and applied to network processes whose state is represented by a set, and whose sufficient statistics are stored in a multiset.
- Prof. Ernst Wit, Università della Svizzera italiana, Switzerland (Research Advisor)
- Prof. Igor Pivkin, Università della Svizzera italiana, Switzerland (Internal Member)
- Prof. Stefan Wolf, Università della Svizzera italiana, Switzerland (Internal Member)
- Prof. Alessandro Lomi, Università della Svizzera italiana, Switzerland (External Member)
- Prof. Tom Snijders, Oxford University, UK (External Member)