In many physical geography settings, principal component analysis (PCA) is applied without consideration for important spatial effects, and in doing so, tends to provide an incomplete understanding of a given process. In such circumstances, a spatial adaptation of PCA can be adopted, and to this end, this study focuses on the use of geographically weighted principal component analysis (GWPCA). GWPCA is a localized version of PCA that is an appropriate exploratory tool when a need exists to investigate for a certain spatial heterogeneity in the structure of a multivariate data set. This study provides enhancements to GWPCA with respect to: (i) finding the scale at which each localized PCA should operate; and (ii) visualizing the copi...
In this study, the geographically weighted principal components analysis as an alternative method f...
Outlier detection is often a key task in a statistical analysis and helps guard against poor decisio...
PCA of Chl a, meteorological and hydrological data for the 2015 data set (A) and 2016 data set (B). ...
In many physical geography settings, principal component analysis (PCA) is applied without consider...
In many physical geography settings, principal component analysis (PCA) is applied without considera...
Principal components analysis (PCA) is a widely used technique in the social and physical sciences....
Principal components analysis (PCA) is a useful analytical tool to represent key characteristics of ...
This article considers critically how one of the oldest and most widely applied statistical methods,...
We propose a method to evaluate the existence of spatial variability in the covariance structure in ...
Principal Components Analysis (PCA) is a widely used technique in the social and physical sciences...
This study demonstrates the use of a geographically weighted principal components analysis (GWPCA) o...
One of the reasons of spatial effect of each location is spatial variety. Beside of spatial variety,...
Linear Regression Analysis is a method for modeling the relation between a response variable with tw...
In this study, we present a collection of local models, termed geographically weighted (GW) models,...
This paper investigates the role of spatial dependence, spatial heterogeneity and spatial scale in p...
In this study, the geographically weighted principal components analysis as an alternative method f...
Outlier detection is often a key task in a statistical analysis and helps guard against poor decisio...
PCA of Chl a, meteorological and hydrological data for the 2015 data set (A) and 2016 data set (B). ...
In many physical geography settings, principal component analysis (PCA) is applied without consider...
In many physical geography settings, principal component analysis (PCA) is applied without considera...
Principal components analysis (PCA) is a widely used technique in the social and physical sciences....
Principal components analysis (PCA) is a useful analytical tool to represent key characteristics of ...
This article considers critically how one of the oldest and most widely applied statistical methods,...
We propose a method to evaluate the existence of spatial variability in the covariance structure in ...
Principal Components Analysis (PCA) is a widely used technique in the social and physical sciences...
This study demonstrates the use of a geographically weighted principal components analysis (GWPCA) o...
One of the reasons of spatial effect of each location is spatial variety. Beside of spatial variety,...
Linear Regression Analysis is a method for modeling the relation between a response variable with tw...
In this study, we present a collection of local models, termed geographically weighted (GW) models,...
This paper investigates the role of spatial dependence, spatial heterogeneity and spatial scale in p...
In this study, the geographically weighted principal components analysis as an alternative method f...
Outlier detection is often a key task in a statistical analysis and helps guard against poor decisio...
PCA of Chl a, meteorological and hydrological data for the 2015 data set (A) and 2016 data set (B). ...