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mgwrsar (version 1.0.5)
GWR and MGWR with Spatial Autocorrelation
Description
Functions for computing (Mixed) Geographically Weighted Regression with spatial autocorrelation, Geniaux and Martinetti (2017)
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Version
1.1
1.0.5
1.0.4
1.0
0.1-1
0.1
Install
install.packages('mgwrsar')
Monthly Downloads
403
Version
1.0.5
License
GPL (>= 2)
Maintainer
Ghislain Geniaux
Last Published
November 30th, 2023
Functions in mgwrsar (1.0.5)
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bandwidths_mgwrsar
bandwidths_mgwrsar
find_TP
Search of a suitable set of target points. find_TP is a wrapper function that identifies a set of target points based on spatial smoothed OLS residuals.
plot_effect
plot_effect plot_effect is a function that plots the effect of a variable X_k with spatially varying coefficient, i.e X_k * Beta_k(u_i,v_i) for comparing the magnitude of effects of between variables.
int_prems
int_prems to be documented
plot_mgwrsar
plot_mgwrsar plots the value of local paramaters of a mgwrsar models using a leaflet map.
PhWY_C
PhWY_C to be documented
kernel_matW
kernel_matW A function that returns a sparse weight matrix based computed with a specified kernel (gauss,bisq,tcub,epane,rectangle,triangle) considering coordinates provides in S and a given bandwidth. If NN<nrow(S) only NN firts neighbours are considered. If Type!='GD' then S should have additional columns and several kernels and bandwidths should be be specified by the user.
Proj_C
Proj_C to be documented
QRcpp2_C
QRcpp2_C to be documented
Sl_C
Sl_C to be documented
mgwrsar_bootstrap_test
A bootstrap test for Betas for mgwrsar class model.
predict_mgwrsar
mgwrsar Model Predictions predict_mgwrsar is a function for computing predictions of a mgwrsar models. It uses Best Linear Unbiased Predictor for mgwrsar models with spatial autocorrelation.
INST_C
INST_C to be documented
mgwrsar_bootstrap_test_all
A bootstrap test for testing nullity of all Betas for mgwrsar class model,
simu_multiscale
Estimation of linear and local linear model with spatial autocorrelation model (mgwrsar).
multiscale_gwr
multiscale_gwr This function adapts the multiscale Geographically Weighted Regression (GWR) methodology proposed by Fotheringam et al. in 2017, employing a backward fitting procedure within the MGWRSAR subroutines. The consecutive bandwidth optimizations are performed by minimizing the corrected Akaike criteria.
MGWRSAR
Estimation of linear and local linear model with spatial autocorrelation model (mgwrsar).
mydata
mydata is a simulated data set of a mgwrsar model
normW
normW row normalization of dgCMatrix
multiscale_gwr.cv
multiscale_gwr.cv to be documented (experimental)
summary_Matrix
summary_Matrix to be documented
summary_mgwrsar
Print a summary of mgwrsar models