Core ridge functionsThe core functions for graphical ridge regression are:  | 
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Ridge estimation for high-dimensional precision matrices  | 
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Generate a (data-driven) default target for usage in ridge-type shrinkage estimation  | 
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Simulate sample covariances or datasets  | 
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          Fused ridge functionsThe core fused graphical ridge regression are:  | 
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Gaussian graphical model network statistics  | 
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Fused gaussian graphical model node pair path statistics  | 
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Fused Kullback-Leibler divergence for sets of distributions  | 
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Evaluate the (penalized) (fused) likelihood  | 
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Generate data-driven targets for fused ridge estimation  | 
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        Identify optimal ridge and fused ridge penalties  | 
      
Fused ridge estimation  | 
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Determine support of multiple partial correlation/precision matrices  | 
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Test the necessity of fusion  | 
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Simulate sample covariances or datasets  | 
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          PostprocessingPost-processing of estimated inverse covariance matrices:  | 
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Determine the support of a partial correlation/precision matrix  | 
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          DataDatasets shipped with rags2ridges:  | 
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R-objects related to metabolomics data on patients with Alzheimer's Disease  | 
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          Helper & auxiliary functionsVarious helpful functions:  | 
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Test if fused list-formats are correctly used  | 
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Test for symmetric positive (semi-)definiteness  | 
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Evaluate the (penalized) (fused) likelihood  | 
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          AllAll exported functions and datasets:  | 
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R-objects related to metabolomics data on patients with Alzheimer's Disease  | 
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Visualize the spectral condition number against the regularization parameter  | 
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Search and visualize community-structures  | 
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Visualize the differential graph  | 
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Generate the distribution of the penalty parameter under the null hypothesis of block-independence  | 
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Test for block-indepedence  | 
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Mutual information between two sets of variates within a multivariate normal distribution  | 
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Gaussian graphical model network statistics  | 
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Gaussian graphical model network statistics  | 
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Gaussian graphical model node pair path statistics  | 
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Fused gaussian graphical model node pair path statistics  | 
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Kullback-Leibler divergence between two multivariate normal distributions  | 
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Fused Kullback-Leibler divergence for sets of distributions  | 
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Evaluate the (penalized) (fused) likelihood  | 
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Visualize undirected graph  | 
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Subset 2 square matrices to union of variables having nonzero entries  | 
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Transform real matrix into an adjacency matrix  | 
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Visualize the spectral condition number against the regularization parameter  | 
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Maximum likelihood estimation of the covariance matrix  | 
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Maximum likelihood estimation of the covariance matrix with assumptions on its structure  | 
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Simulate sample covariances or datasets  | 
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Construct commonly used penalty matrices  | 
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Generate a (data-driven) default target for usage in ridge-type shrinkage estimation  | 
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Generate data-driven targets for fused ridge estimation  | 
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Visualize (precision) matrix as a heatmap  | 
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Evaluate numerical properties square matrix  | 
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Visual inspection of the fit of a regularized precision matrix  | 
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Wrapper function  | 
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Test the necessity of fusion  | 
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Test if fused list-formats are correctly used  | 
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Test for symmetric positive (semi-)definiteness  | 
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Construct target matrix from KEGG  | 
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Evaluate regularized precision under various loss functions  | 
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Moments of the sample covariance matrix.  | 
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Select optimal penalty parameter by leave-one-out cross-validation  | 
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Automatic search for optimal penalty parameter  | 
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Select optimal penalty parameter by approximate leave-one-out cross-validation  | 
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        Identify optimal ridge and fused ridge penalties  | 
      
Select optimal penalty parameter by \(K\)-fold cross-validation  | 
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Automatic search for optimal penalty parameter  | 
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Compute partial correlation matrix or standardized precision matrix  | 
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Plot the results of a fusion test  | 
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Compute the pooled covariance or precision matrix estimate  | 
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Print and plot functions for fused grid-based cross-validation  | 
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Print and summarize fusion test  | 
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Prune square matrix to those variables having nonzero entries  | 
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Ridge estimation for high-dimensional precision matrices  | 
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Ridge estimation for high-dimensional precision matrices  | 
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Fused ridge estimation  | 
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Visualize the regularization path  | 
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Ridge estimation for high-dimensional precision matrices  | 
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Multivariate Gaussian simulation  | 
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Determine the support of a partial correlation/precision matrix  | 
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Determine support of multiple partial correlation/precision matrices  | 
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Symmetrize matrix  | 
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