Multivariate analysis of variance

Context (archaeology)

Scan statistic

Statistics

Multivariate statistics

Interpretation (philosophy)

Multivariate analysis

Association (psychology)

Archaeology

Computer science

Acoustics

Statistic

Physics

Psychology

Mathematics

Geography

Psychotherapist

Econometrics

Programming language

Permutation (music)

Univariate

Geographical Analysis

This paper extends the application of the Local Geary c statistic to a multivariate context. The statistic is conceptualized as a weighted distance in multivariate attribute space between an observation and its geographical neighbors. Inference is based on a conditional permutation approach. The interpretation of significant univariate Local Geary statistics is clarified and the differences with a multivariate case outlined. An empirical illustration uses Guerry's classic data on moral statistics in 1830s France.

A Local Indicator of Multivariate Spatial Association: Extending Geary's <i>c</i>

A Local Indicator of Multivariate Spatial Association: Extending Geary's c