1981
DOI: 10.1111/j.1538-4632.1981.tb00731.x
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Generalized Procedures for Evaluating Spatial Autocorrelation

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Cited by 158 publications
(40 citation statements)
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References 20 publications
(9 reference statements)
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“…The ap lication of the I' index to spatial autocorrelation in a wide range of contexts 1985; Hubert, Golledge, and Costanzo 1981;Hubert et al 1985; is x escribed in a series of papers by Hubert and Golledge (for example, Hubert Hubert, and Golledge 1983).4 Such an index consists of the sum of the cross products of the matching elements a,j and bij in two matrices of similarity, say A and B, such that i j…”
Section: Local Gammamentioning
confidence: 99%
“…The ap lication of the I' index to spatial autocorrelation in a wide range of contexts 1985; Hubert, Golledge, and Costanzo 1981;Hubert et al 1985; is x escribed in a series of papers by Hubert and Golledge (for example, Hubert Hubert, and Golledge 1983).4 Such an index consists of the sum of the cross products of the matching elements a,j and bij in two matrices of similarity, say A and B, such that i j…”
Section: Local Gammamentioning
confidence: 99%
“…We used the quadratic assignment procedure (QAP) correlation test, which is functionally equivalent to a Mantel matrix permutation test (Legendre & Fortin 2010). The QAP correlation test permutes the rows and columns of the observed matrix and recalculates the matrix-level correlation, then compares correlations from randomly permuted matrices to the observed matrix to determine whether observed correlations are significantly higher than those from the permuted matrices (Hubert et al 1981;Krackhardt 1988;Borgatti et al 2002;Croft et al 2011). We conducted QAP correlations with 5000 permutations using the program UCINET v.6.318 (Analytic Technologies, Harvard, MA, U.S.A.).…”
Section: Stabilization Of Global Social Structurementioning
confidence: 99%
“…However, when dealing with spatial data, the existence of spatial autocorrelation often leads to violations of the basic assumptions for OLS (Tobler, 1970;Hubert et al, 1981;Getis, 1990). The eigenvector-based spatial filtering (ESF) service provides an effective spatial regression model to handle with spatial autocorrelations.…”
Section: Analys Is Of Es F Algorithmmentioning
confidence: 99%