| InPosition-package | InPosition: Inference Tests for _Ex_ploratory Analysis with the Singular Value Decom_Position_ ('ExPosition'). |
| boot.compute.fj | Compute bootstrap resampled 'fj' as supplemental elements. |
| boot.ratio.test | Performs bootstrap ratio test. |
| boot.samples | Compute indicies for bootstrap resampling. |
| caChiTest | caChiTest: correspondence analysis tests without resampling. |
| contingency.data.break | Bootstrap or permutation resampling for contingency tables |
| continueResampling | A stopping mechanism if resampling will take too long. |
| epCA.inference.battery | epCA.inference.battery: Inference tests for Correspondence Analysis (CA) via InPosition. |
| epGPCA.inference.battery | epGPCA.inference.battery: Inference tests for Generalized Principal Component Analysis (PCA) via InPosition. |
| epMCA.inference.battery | epMCA.inference.battery: Inference tests for Multiple Correspondence Analysis (CA) via InPosition. |
| epPCA.inference.battery | epPCA.inference.battery: Inference tests for Principal Component Analysis (PCA) via InPosition. |
| inGraphs | inGraphs: InPosition plotting function |
| InPosition | InPosition: Inference Tests for _Ex_ploratory Analysis with the Singular Value Decom_Position_ ('ExPosition'). |
| print.epCA.inference.battery | Print Correspondence Analysis (CA) Inference results |
| print.epGPCA.inference.battery | Print Generalized Principal Components Analysis (GPCA) Inference results |
| print.epMCA.inference.battery | Print Multiple Correspondence Analysis (MCA) Inference results |
| print.epPCA.inference.battery | Print Principal Components Analysis (PCA) Inference results |
| print.inpoBoot | Print results from InPosition Bootstraps |
| print.inpoBootTests | Print results from InPosition Bootstrap Ratio Tests |
| print.inpoComponents | Print results from InPosition Components Permutation Test |
| print.inpoOmni | Print results from InPosition Omnibus Permutation Test |
| print.inpoOutput | Print results from InPosition |
| rebuildMCAtable | rebuildMCAtable: rebuild categorical table from the disjunctive table. |