plot.flexreg function

Plot Method for flexreg Objects

Plot Method for flexreg Objects

Method for plotting regression curves for the mean from fitted regression model objects of class flexreg.

## S3 method for class 'flexreg' plot( x, name.x, additional.cov.default = NA, smooth = TRUE, cluster = FALSE, type = "response", ... )

Arguments

  • x: an object of class flexreg, usually the result of flexreg or flexreg_binom functions.
  • name.x: a character containing the name of the covariate from the mean model to be plotted on the x-axis of the scatterplot.
  • additional.cov.default: a list of additional covariates from the mean model and their value to be set as default.
  • smooth: a logical value indicating wheater the curves should be smooth (TRUE) or piecewise linear (FALSE, default).
  • cluster: logical. If the model is "FB" or "FBB", cluster = TRUE plots the cluster means. By default, cluster = FALSE.
  • type: a vector of characters indicating the regression curves to be plotted. Available options are "response" and "response.aug" for augmented models.
  • ...: additional arguments. Currently not used.

Details

The function produces a scatterplot of the covariate from the mean model specified in name.x and y or y/n if the response is bounded continuous or discrete, respectively. Any other variable specified in the mean model must be set to a default through the additional.cov.default argument. The argument type = "response" plots the conditional mean curve (i.e., μ\mu), whereas the argument type = "response.aug", available only for augmented models, plots the augmented mean curve. If the regression model is of "FB" or "FBB" type and cluster = TRUE, then the function returns two additional curves corresponding to the component means, i.e., λ1\lambda_1 and λ2\lambda_2.

Examples

## Not run: data("Reading") FB <- flexreg(accuracy.adj ~ iq + dyslexia, data = Reading) plot(FB, name.x="iq", additional.cov.default = list("dyslexia"=1)) ## End(Not run)
  • Maintainer: Roberto Ascari
  • License: GPL (>= 2)
  • Last published: 2023-09-29

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