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Parameters in collective decision making models

Estimation and sensitivity

Bibliographic Data

ID19087065
AuthorsTom Ab Snijders (0000-0003-3157-4157, ICS, University of Groningen, The Netherlands, corresponding author), Tom A B Snijders (ICS, University of Groningen, The Netherlands), Evelien Zeggelink, Evelien P H Zeggelink (ICS, University of Groningen, The Netherlands), Frans N Stokman (0000-0002-1498-5731), Frans-N Stokman (ICS, University of Groningen, The Netherlands)
Year1997
Volume137
Publication date1997-01-01
Peer ReviewedYes
Open AccessNo
TypeARTICLE
VenueMathématiques et sciences humaines (JOURNAL)
Journal identifiersISSN: 0987-6936 • E-ISSN: 1950-6821
PublisherOpenEdition (PUBLISHER)
DOI10.4000/msh.2749
OpenAlexW235922318
LanguageEN

Simulation models for collective decision making are based on theoretical and empirical insight in the decision making process, but still contain a number of parameters of which the values are determined ad hoc. For the dynamic access model, some of such parameters are discussed, and it is proposed to extend the utility functions with a random term of which the variance also is an unknown parameter. These parameters can be estimated by fitting model predictions to data, where the predictions can refer to decision outcomes but also to network structure generated as a part of the decision making process. Given the stochastic nature of the model, this parameter estimation can be carried out with the Robbins Monro process. Such fitting is not completely straightforward: statistics must be chosen on which to base the parameter estimation, it is not certain a priori that there will be a solution to the estimating equation and that the Robbins Monro process will converge. The method is illustrated with data from the financial restructuring of a large company

A priori and a posteriori · Economics · Estimation theory · Mathematical analysis · Mathematical optimization · Statistics · Business Strategy and Innovation · Computer Science · Mathematics · Applied Mathematics

Citation velocityhistorical
Highly citedNo
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