candy: logical. Should a lowess curve and local standard deviation of the residual be added to the plot. Defaults to TRUE
bandwidth: The width of the window used to calculate the local smoothed version of the mean and the variance. Value should be between 0 and 1 and determines the percentage of the window width used
xlab: x axis label
ylab: y axis label
col.sd: color for the background residual deviation
alpha: number between 0 and 1 determining the transprency of the standard deviation plotting color
ylim: pair of observations that set the minimum and maximum of the y axis. If set to NA (the default) then the limits are computed from the data.
...: Other arguments passed to the plot function
Returns
Produces a standardized residual plot
Details
The y axis shows the studentized residuals (for lm objects) or standardized deviance residuals (for glm objects). The x axis shows the linear predictor, i.e., the predicted values for lm objects.
The blue area is a smoothed estimate of 1.96*SD of the standardized residuals in a window around the predicted value. The blue area should largely be rectangular if the standardized residuals have more or less the same variance.
The dashed line shows the smoothed mean of the standardized residuals and should generally follow the horizontal line through (0,0).
Solid circles correspond to standardized residuals outside the range from [-1.96; 1.96] while open circles are inside that interval. Roughly 5
Examples
# Linear regression exampledata(trees)model <- lm(Volume ~ Girth + Height, data=trees)residual_plot(model)model2 <- lm(Volume ~ Girth + I(Girth^2)+ Height, data=trees)residual_plot(model2)# Add extra information about points by adding geom_text to the object producedm <- lm(mpg ~ hp + factor(vs), data=mtcars)residual_plot(m)+ ggplot2::geom_point(ggplot2::aes(color=factor(cyl)), data=mtcars)