bgevaObject: Fitted bgeva object
Description
A fitted Binary Generalized Extreme Value Additive object returned by function bgeva
and of class.Value
fitA list of values and diagnostics extracted from the output of the algorithm. For instance, fit$argument
and fit$S.h
return
the estimated parameters and overall penalty matrix scaled by its smoothing parameters, for the model. See the
documentation of trust
for diagnostics.coefficientsThe coefficients of the fitted model provided as follows. Parametric and regression spline
coefficients.gam.fitA univariate logistic additive model object. See the documentation of mgcv
for full details.spEstimated smoothing parameters of the smooth components for the fitted model.fpIf TRUE
, then a fully parametric model was fitted.iter.spNumber of iterations performed for the smoothing parameter estimation step.iter.ifNumber of iterations performed in the initial step of the algorithm.iter.innerNumber of iterations performed inside smoothing parameter estimation step.tauThe tail parameter of the link function.nSample size.XIt returns the design matrix associated with the linear predictor.XrIt returns the design matrix actually used in model fitting.goodIt returns a vector indicating which observations have been discarded in the final iteration.X.d2Number of columns of the design matrix. This is used for internal calculations.l.spNumber of smooth components.HePenalized hessian.HeShUnpenalized hessian.VbInverse of the penalized hessian. This corresponds to the Bayesian variance-covariance matrix used for `confidence' interval calculations.FThis is given by Vb*HeSh
.t.edfTotal degrees of freedom of the estimated model. It is calculated as sum(diag(F))
.bs.mgfitA list of values and diagnostics extracted from magic
.conv.spIf TRUE
then the smoothing parameter selection algorithm converged.wor.cIt contains the working model quantities given by the square root of
the weight matrix times the pseudo-data vector and design matrix, rW.Z
and rW.X
.etaThe estimated linear predictor.logLIt returns the value of the (unpenalized) log-likelihood evaluated at the (penalized or unpenalized) parameter
estimates.