Econometric Information Recovery in Behavioral Networks

In this paper, we suggest an approach to recovering behavior-related, preference-choice network information from observational data. We model the process as a self-organized behavior based random exponential network-graph system. To address the unknown nature of the sampling model in recovering beha...

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Main Author: George Judge
Format: Article
Language:English
Published: MDPI AG 2016-09-01
Series:Econometrics
Subjects:
Online Access:http://www.mdpi.com/2225-1146/4/3/38
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author George Judge
author_facet George Judge
author_sort George Judge
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description In this paper, we suggest an approach to recovering behavior-related, preference-choice network information from observational data. We model the process as a self-organized behavior based random exponential network-graph system. To address the unknown nature of the sampling model in recovering behavior related network information, we use the Cressie-Read (CR) family of divergence measures and the corresponding information theoretic entropy basis, for estimation, inference, model evaluation, and prediction. Examples are included to clarify how entropy based information theoretic methods are directly applicable to recovering the behavioral network probabilities in this fundamentally underdetermined ill posed inverse recovery problem.
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spelling doaj.art-7b3fe1fdb8fa4a17ad583bb4be1357152022-12-22T04:25:15ZengMDPI AGEconometrics2225-11462016-09-01433810.3390/econometrics4030038econometrics4030038Econometric Information Recovery in Behavioral NetworksGeorge Judge0Graduate School and Giannini Foundation, 207 Giannini Hall, University of California Berkeley, Berkeley, CA 94720, USAIn this paper, we suggest an approach to recovering behavior-related, preference-choice network information from observational data. We model the process as a self-organized behavior based random exponential network-graph system. To address the unknown nature of the sampling model in recovering behavior related network information, we use the Cressie-Read (CR) family of divergence measures and the corresponding information theoretic entropy basis, for estimation, inference, model evaluation, and prediction. Examples are included to clarify how entropy based information theoretic methods are directly applicable to recovering the behavioral network probabilities in this fundamentally underdetermined ill posed inverse recovery problem.http://www.mdpi.com/2225-1146/4/3/38random exponential networksbinary and weighed networksinverse problemadjacency matrixCressie-Read family of divergence measuresconditional moment conditionsself organized behavior systems
spellingShingle George Judge
Econometric Information Recovery in Behavioral Networks
Econometrics
random exponential networks
binary and weighed networks
inverse problem
adjacency matrix
Cressie-Read family of divergence measures
conditional moment conditions
self organized behavior systems
title Econometric Information Recovery in Behavioral Networks
title_full Econometric Information Recovery in Behavioral Networks
title_fullStr Econometric Information Recovery in Behavioral Networks
title_full_unstemmed Econometric Information Recovery in Behavioral Networks
title_short Econometric Information Recovery in Behavioral Networks
title_sort econometric information recovery in behavioral networks
topic random exponential networks
binary and weighed networks
inverse problem
adjacency matrix
Cressie-Read family of divergence measures
conditional moment conditions
self organized behavior systems
url http://www.mdpi.com/2225-1146/4/3/38
work_keys_str_mv AT georgejudge econometricinformationrecoveryinbehavioralnetworks