color.bar | Generate color bar/scale. |
CovFIntegral | Generalized Fréchet integrals of covariance matrix |
CovFMean | Fréchet mean of covariance matrices |
CreateCovRegPlot | Plots for Fréchet regression for covariance matrices. |
CreateDensity | Create density functions from raw data, histogram objects or... |
DenANOVA | Fréchet ANOVA for Densities |
DenCPD | Fréchet Change Point Detection for Densities |
DenFMean | Fréchet means of densities. |
DenFVar | Fréchet Variance for Densities |
dist4cov | Distance between covariance matrices |
dist4den | L^2 Wasserstein distance between two distributions. |
expSphere | Compute an exponential map for a unit hypersphere. |
frameSphere | Generate a "natural" frame (orthonormal basis) |
frechet | frechet: Statistical Analysis for Random Objects and... |
GloCorReg | Global Fréchet regression for correlation matrices |
GloCovReg | Global Fréchet regression of covariance matrices |
GloDenReg | Global density regression. |
GloPointPrReg | Global Cox point process regression. |
GloSpheReg | Global Fréchet Regression for Spherical Data |
LocCorReg | Local Fréchet regression for correlation matrices |
LocCovReg | Local Fréchet regression of covariance matrices |
LocDenReg | Local density regression. |
LocPointPrReg | Local Cox point process regression. |
LocSpheReg | Local Fréchet Regression for Spherical Data |
logSphere | Compute a log map for a unit hypersphere. |
NetANOVA | Fréchet ANOVA for Networks |
NetCPD | Fréchet Change Point Detection for Networks |
NetFIntegral | Generalized Fréchet integrals of network |
NetFVar | Fréchet Variance for Networks |
ObjCov | Object Covariance |
plot.denReg | Plots for Fréchet regression for univariate densities. |
pol2car | Transform polar to Cartesian coordinates |
SpheGeoDist | Geodesic distance on spheres. |
SpheGeoGrad | Compute gradient w.r.t. y of the geodesic distance... |
SpheGeoHess | Hessian \partial^2/\partial y \partial y^\top of the geodesic... |
VarObj | Fréchet Variance Trajectory for densities |
WassFIntegral | Generalized Fréchet integrals of 1D distribution |
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