Library
Types
ModelObjFunctions
alphaPredictableComponents.CVfn — Method.CVfn(parm::Matrix, X::Matrix, modelfn::Function, cvmetric::Function)Cross-validation
alphaPredictableComponents.LCCA — Method.LCCA(X::Matrix, Y::Matrix, τ::Int)Linear Canonical Correlation Analysis between $X$ and $Y$ at lead time $τ$
alphaPredictableComponents.Rsq — Method.Rsq(R::Matrix, X0::Matrix)Explanation of variance R²
alphaPredictableComponents.Rsq1 — Method.Rsq1(model::ModelObj, Xtest::Matrix, τ::Int)Predictive R²
alphaPredictableComponents.Rsq2 — Method.Rsq2(model::ModelObj, Xtest::Matrix, τ::Int)Explanation of variance R²
alphaPredictableComponents.Rsq3 — Method.Rsq3(model::ModelObj, Xtest::Matrix, τ::Int)alphaPredictableComponents.iota — Method.iota(model::ModelObj, iotafn::Function, jv::Vector, X0::Matrix, pos::Vector)Iota
alphaPredictableComponents.modelf — Method.modelf(par::Vector, X::Matrix, modelfn::Function)Find the components of $X$ using modelfn and parameters par. par[1] = $α$, par[2] = $τ$
alphaPredictableComponents.omega — Method.omega(X::Matrix)Spectral entropy
alphaPredictableComponents.pca — Method.pca(par::Vector, X::Matrix, lagmax::Int)Principal Components Analysis
alphaPredictableComponents.prca — Method.prca(par::Vector, X::Matrix, lagmax::Int)Predictable Components Analysis.
alphaPredictableComponents.biplot — Method.biplot(model::ModelObj, jv::Vector{Int}, Y::Matrix, label::Vector{Symbol})Biplot
alphaPredictableComponents.parzen — Method.parzen(tau::OrdinalRange{Int64}, M::Int64)Parzen filter
alphaPredictableComponents.CoDa.Helmert — Method.Helmert(n)Calculate $n×n$ Helmert matrix
alphaPredictableComponents.CoDa.alpha — Method.alpha(X::Matrix, α::Float64)Apply alpha-transform without Helmert product
alphaTransform(X::Matrix, α::Float64)Apply alpha-transform with Helmert product to $X$
alphaPredictableComponents.CoDa.clr — Method.clr(X::Matrix)Centered logratio transform
alphaPredictableComponents.CoDa.ilr — Method.ilr(X::Matrix)Isometric logratio transform