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Localized Autocorrelation Diagnostic Statistic (Lads) for Sociological Models

Time-Series, Network, and Geographic Data Sets

Bibliographic Data

ID2331782
AuthorsClifford (0000-0002-9401-7481), Clifford Nass (Stanford University), Youngme Moon (Stanford University)
Year1996
Volume25
Issue2
Pages223-247
Publication date1996-11-01
Open AccessYes
TypeARTICLE
VenueSociological Methods & Research (JOURNAL)
Journal identifiersISSN: 0049-1241 • E-ISSN: 1552-8294
PublisherSAGE Publications Inc (PUBLISHER)
DOI10.1177/0049124196025002004
OpenAlexW2016840861
LanguageEN
References cited13

Regression models in sociology, because they are often based on data sets with a surfeit of variables and an underlying connectivity pattern, permit the use of unique diagnostic techniques. This article elaborates on the localized autocorrelation diagnostic statistic, LADS, which determines the probability that in a model with N cases, a connected set of size C or more among the E most extreme, same-signed residuals occurred by chance. LADS can suggest variables to be included in a model and can be applied to time-series, geographic, group (i.e., cliques, blocks, clusters, and different values on a nominal variable), and network data. Exact formulas for LADS for time-series and grouped data, as well as principles for the robustness of LADS under global autocorrelation, are introduced, and a general algorithm for all data sets of connected cases is presented. Examples demonstrate how LADS can suggest new variables and improve the overall fit of models

Autocorrelation · Econometrics · Regression analysis · Robustness (evolution) · Series (stratigraphy) · Set (abstract data type) · Statistic · Statistics · Variable (mathematics) · Computer Science · Land Use and Ecosystem Services · Mathematics · Spatial and Panel Data Analysis · Urban, Neighborhood, and Segregation Studies

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Highly citedNo

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