Residuals and fitted values from model fit

Statistic stat_fit_residuals() fits a model and plots residuals vs. x. Statistic stat_fit_deviations() fits a model and and highlighting residuals as segments in a y vs. x plot. Statistic stat_fit_fitted() plots the fitted values vs. x.

Usage

stat_fit_deviations(
  mapping = NULL,
  data = NULL,
  geom = "segment",
  position = "identity",
  ...,
  orientation = NA,
  method = "lm",
  method.args = list(),
  n.min = 2L,
  formula = NULL,
  fit.seed = NA,
  na.rm = FALSE,
  show.legend = TRUE,
  inherit.aes = TRUE
)

stat_fit_fitted(
  mapping = NULL,
  data = NULL,
  geom = "point",
  position = "identity",
  orientation = NA,
  ...,
  method = "lm",
  method.args = list(),
  n.min = 2L,
  formula = NULL,
  fit.seed = NA,
  na.rm = FALSE,
  show.legend = FALSE,
  inherit.aes = TRUE
)

stat_fit_residuals(
  mapping = NULL,
  data = NULL,
  geom = "point",
  position = "identity",
  ...,
  orientation = NA,
  method = "lm",
  method.args = list(),
  n.min = 2L,
  formula = NULL,
  fit.seed = NA,
  resid.type = NULL,
  weighted = FALSE,
  na.rm = FALSE,
  show.legend = TRUE,
  inherit.aes = TRUE
)

Arguments

mapping: The aesthetic mapping, usually constructed with aes(). Only needs to be set at the layer level if you are overriding the plot defaults.
data: A layer specific dataset, only needed if you want to override the plot defaults.
geom: The geometric object to use display the data
position: The position adjustment to use for overlapping points on this layer.
...: other arguments passed on to layer. This can include aesthetics whose values you want to set, not map. See layer for more details.
orientation: character Either "x" or "y" controlling the default for formula. The letter indicates the aesthetic considered the explanatory variable in the model fit.
method: function or character If character, "lm", "rlm", "lmrob", "lts", "gls", "ma", "sma", "segreg", "rq" or the name of a model fit function are accepted, possibly followed by the fit function's method argument separated by a colon (e.g. "rlm:M"). If a function is different to lm(), rlm(), ltsReg(), gls(), ma, sma, it must have formal parameters named formula, data, and weights. See Details.
method.args: named list with additional arguments. Not data or weights which are always passed through aesthetic mappings.
n.min: integer Minimum number of distinct values in the explanatory variable (on the rhs of formula) for fitting to the attempted.
formula: a formula object. Using aesthetic names x and y instead of original variable names.
fit.seed: RNG seed argument passed to set.seed(). Defaults to NA, indicating that set.seed() should not be called.
na.rm: a logical indicating whether NA values should be stripped before the computation proceeds.
show.legend: logical. Should this layer be included in the legends? NA, the default, includes if any aesthetics are mapped. FALSE never includes, and TRUE always includes.
inherit.aes: If FALSE, overrides the default aesthetics, rather than combining with them. This is most useful for helper functions that define both data and aesthetics and shouldn't inherit behaviour from the default plot specification, e.g. borders.
resid.type: character passed to residuals() as argument for type (defaults to "working" except if weighted = TRUE when it is forced to "deviance").
weighted: logical If true weighted residuals will be returned.

Value

The returned value is always a data frame with the same number of rows as the argument passed to data, except for the case failure of the model fitting, in which case a data frame with no rows is returned. The columns returned vary between the three statistics, and for each statistic depending on the orientation..

To explore the values returned by statistics we suggest the use of geom_debug_group(). Examples are shown below, where one can also see in addition to the computed values the default mapping of the fitted values to aesthetics xend and yend.

Details

stat_fit_deviations() can be used to highlight residuals as segments in a plot of a fitted model prediction. This statistic returns the original x and y values and the fitted y or x values depending on the orientation, together with prior and posterior weights.

stat_fit_fitted() can be used to highlight as points the fitted values. This statistic returns the original x or y values and the fitted y or x values depending on the orientation.

stat_fit_residuals() plots residuals as points. It applies to the fitted model object methods residuals() or weighted.residuals() depending on the argument passed to parameter weighted. This statistic returns the original x and y values and residuals depending on the orientation, together with prior and posterior weights.

Note

In the case of method = "rq" quantiles are fixed at tau = 0.5 unless method.args has length > 0. Parameter orientation is redundant as it only affects the default for formula but is included for consistency with ggplot2.

Prior and posterior weights

Two types of weights are possible: prior ones supplied in the call, and posterior weights (called "robustness weights" in robust regression methods) implicitly or explicitly used by fit methods to address heterogeneity of error variance, including the presence of outlier observations . Not all the supported methods accepts prior weights and gls() returns posterior weights that are not in 0..1 like in the case of most other fits. When not accessible weights are set to 1 when known to be equal to 1, which is the most frequent case, or to NA otherwise.

How weights are applied to residuals depends on the method used to fit the model. For ordinary least squares (OLS), weights are applied to the squares of the residuals, so the weighted residuals are obtained by multiplying the "deviance" residuals by the square root of the weights. When residuals are penalized differently to fit a model, the weighted residuals need to be computed accordingly.

Variables returned by `stat_fit_residuals()`

x: x coordinates of observations
y: y coordinates of observations
x.resid: x residuals from fitted values
y.resid: y residuals from fitted values
weights: the weights passed as input to lm(), rlm(), lmrob(), or to other model fit functions using aesthetic weight. More generally the value returned by method weights() applied to the model fit object
robustness.weights: the "weights" of the applied minimization criterion relative to those of OLS in rlm() or lmrob() or the divisor weights from gls(), lme() or nlme()

Variables returned by `stat_fit_deviations()`

x: x coordinates of observations
y: y coordinates of observations
x.fitted: x coordinates of fitted values
y.fitted: y coordinates of fitted values
weights: the weights passed as input to lm(), rlm(), or lmrob(), using aesthetic weight. More generally the value returned by weights()
robustness.weights: the "weights" of the applied minimization criterion relative to those of OLS in rlm(), or lmrob()

Variables returned by `stat_fit_fitted()`

x: x coordinates of observations or fitted
y: y coordinates of observations or fitted

Model formula and model fitting

A ggplot statistic receives as data a data frame that is not the one passed as argument by the user, but instead a data frame with the variables mapped to aesthetics. In stat_poly_eq() the compute function is applied by group, each call "seeing" the subset of data for an individual group. As supported models are for regression lines, variables mapped to x and y should both be continuous, i.e., numeric or date time and model formulas defined using x and y as variable names.

The interpretation of the argument passed to formula is enhanced compared to stat_smooth(). Formulas with x as explanatory variable work as in stat_smooth() but formulas with y as explanatory variable are also accepted. orientation is set automatically based on which explanatory variable appears in the formula. Spline-based smoothers are only partially supported.

Model fit methods supported

Several model fit functions are supported explicitly (see tables), and some of their differences smoothed out. Compatibility is checked late, based on the class of the returned fitted model object. This makes it possible to use wrapper functions that do model selection or other adjustments to the fit procedure on a per panel or per group basis. Moreover, if the value returned as model fit object is NULL or NA, plotting is skipped on a per group within panel basis.

In the case of fitted model objects of classes not explicitly supported, an attempt is made to find the usual accessors and/or fitted object members, and if found, either complete or partial support is frequently achieved. In this case a message is issued encouraging users to check the validity of the values extracted as the structure of fitted model objects belonging to different classes and the values returned by their accessors can vary, potentially resulting in decoding errors leading to the return of wrong values for estimates.

The argument to parameter method can be either the name of a function object, possibly using double colon notation in case its package is not attached, or a character string matching the function name for functions in the search path. This approach makes it possible to support model fit functions that are not dependencies of 'ggpmisc'. Either by attaching the package where the function is defined and passing it by name or as string, or using double colon notation when passing the name of the function.

User-defined functions can be passed as argument to parameter method as long as they have parameters formula, data subset and possibly weights. Additional arguments can be passed to any method as a named list through parameter method.args. As in stat_smooth() prior weights are passed to the model fit functions' weights (plural!) parameter by mapping a numeric variable to plot aesthetic weight (singular!).

Tables 1 lists natively supported model fit functions, with the caveat that only some 'broom' methods' specializations have been actually tested with statistics from 'ggpmisc'. In addition, the statistics based on 'broom' methods require the user to tailor their behaviour by passing additional arguments in the call and occasionally some detective work to find out the names of variables in the returned data frame as these names are set by methods from 'broom'.

Table 1. Model fit methods supported by the different statistics available in package 'ggpmisc'. Column $f$ indicates whether computations are done by group (G) or by plot panel (P).

Statistic	$f$	Supported model fit methods
`stat_poly_line()`	G	"lm", "rlm", "lts", "sma", "ma", "gls", "nls", "onls", others with methods `predict()` or `fitted()`
`stat_poly_eq()`	G	"lm", "rlm", "lts", "sma", "ma", "gls", "nls", "onls", others with needed accesors
`stat_quant_line()`	G	"rq", "rqss"
`stat_quant_band()`	G	"rq", "rqss"
`stat_quant_eq()`	G	"rq", "rqss"
`stat_ma_line()`	G	"SMA", "MA", "RMA", "OLS"
`stat_ma_eq()`	G	"SMA", "MA", "RMA", "OLS"
`stat_fit_residuals()`	G	"lm", "rlm", "lts", "sma", "ma", "gls", "rq", "rqss", "nls", "onls", others with method `residuals()`
`stat_fit_fitted()`	G	"lm", "rlm", "lts", "gls", "rq", "rqss", "nls", "onls", others with method `fitted()`
`stat_fit_deviations()`	G	"lm", "rlm", "lts", "gls", "rq", "rqss", "nls", "onls", others with methods `fitted()` and `weights()`
`stat_fit_augment()`	G	any with 'broom' method `augment()`
`stat_fit_glance()`	G	any with 'broom' method `glance()`
`stat_fit_tidy()`	G	any with 'broom' method `tidy()`
`stat_fit_tb()`	P	any with 'broom' method `tidy()`

The single colon notation is based on parsing the name and is available when passing the name of the fit method as a character string. In a string such as "head:tail" the "head" gives the name of the model fit function and the "tail" gives the argument to pass it's method parameter. This is only a convenience, as method.args can be also used. In some methods, i.e., splines, the default formula = y ~ x needs to be overridden by the user.

Table 2 lists the correspondence of pre-defined method names to model fit method functions. As mentioned above, these are only a subset of the model fit methods that are expected to work. When using these names there is no need for users to attach additional packages but the packages must be available (installed).

Table 2. Available predefined method names, the model fit functions they call, the packages where the functions reside, the class of the returned fitted model object and the arguments that can be passed to their method parameter using single colon notation.

Predefined method names	Model fit methods	R package	Object class
"lm", "lm:qr"	`lm()`	'stats'	"lm"
"rlm", "rlm:M", "rlm:MM"	`rlm()`	'MASS'	"rlm" ("lm")
"lts", "ltsReg"	`ltsReg()`	'robustbase'	"lts"
"ma", "sma", "sma:SMA", "sma:MA", "sma:OLS"	`sma()`	'smatr'	"ma" or "sma"
"gls", "gls:REML", "gls:ML"	`gls()`	'nlme'	"gls"
"rq", "rq:sfn", "rq:sfnc", "rq:lasso"	`rq()`	'quantreg'	"rq"
"rqss", "rqss:sfn", "rqss:sfnc", "rqss:lasso"	`rqss()`	'quantreg'	"rqss"
"SMA", "MA", "RMA", "OLS"	`lmodel2()`	'lmodel2'	("list")

Model equation label

By default the equation label uses as symbols the names of the aesthetics, x and y. However, "x" and "y" can be substituted by providing a replacement character string for the right-hand-side and left-hand-side through eq.x.rhs and eq.with.lhs, respectively. For backward compatibility a logical is also accepted as argument for eq.with.lhs, with FALSE suppressing the left-hand-side.

If the model formula includes a transformation of the explanatory variable in its right-hand-side (rhs), a matching argument should be passed to parameter eq.x.rhs as its default value would result in an equation label that does not reflect the applied transformation. In most cases, a transformation should not be applied within the left hand side (lhs) of the model formula, but instead in the mapping of the response variable within aes. In this case it may be necessary to also pass a matching argument to parameter eq.with.lhs.

Parameter orientation is redundant as the orientation can be set by the formula but is included for consistency with ggplot2::stat_smooth().

Position of labels

When data are grouped by mapping a factor to an aesthetic, e.g., colour, shape and/or linetype the model is fitted separately to each group, and for each group a whole set of labels is generated. If the argument passed to label.y is a vector of length 1, this value determines the position of the equation and/or other labels for the first group, and the positions of the labels for the remaining groups are generated by adding vspace based on the group number. If the argument passed to label.y is a vector of length > 1, it is used unchanged, possibly extended by recycling, ignoring vstep.

If the labels are rotated by 90 degrees then the automatic stepping is best based on hstep with vstep = 0. Similarly as described above, if label.x is a vector of length > 1, it is used unchanged, possibly extended by recycling, ignoring hstep.

When using facets and with a grouping that does not repeat in each panel, the automatic positioning in most cases will not be the desired one. Manual positioning using a vector of length > 1 for label.x and/or label.y is the currently available workaround.

Range of the prediction line

The range of the prediction line is controlled by parameters fullrange and limit.to. fullrange is backwards compatible both with earlier versions of 'ggpmisc' and with stat_smooth() from 'ggplot2'; an argument passed to limit.to overrides fullrange making it possible to constrain the range to that of x, y, or both simultaneously, with "x", "y", or "xy", respectively, as argument. limit.to also accepts a numeric vector of values to be used as newdata when computing the prediction. Limiting the range based on both aesthetics is the best approach for major axis regression (MA, SMA, RMA) but can occasionally be useful also with some other methods when slopes are very steep and error variance in the explanatory variable is large. A numeric vector can be used to predict the response at specific values of the explanatory variable. If a single or very few values are predicted, it can be necessary to override the default geom = "smooth" with geom = "pointrange".

Variables returned by `stat_poly_line()`

Some of the variables can have missing values or depend on orientation and/or method. A message is issued listing the column names containing non-missing values.

y or x: predicted value
ymin or xmin: lower confidence limit around the fitted line
ymax or xmax: upper confidence limit around the fitted line
se: standard error

If fm.values = TRUE is passed then columns based on the summary of the model fit are added, with the same value in each row within a group. This is wasteful and disabled by default, but provides a simple and robust approach to achieve effects like colouring or hiding of the model fit line based on $P$, $R^2$, $R_{adj}^2$ or the number of observations in a fit.

Variables returned by `stat_poly_eq()`

Computed variables and their names can vary depending on the method used to fit a model or the output.type in use. They can also depend for a given method on other arguments passed when fitting a model or extracting estimates and other computed values. A message is issued listing the short names for formatted labels as recognized by functions use_label() and f_use_label(), except when output.type = "numeric" is passed, in which case the names of all variables accessible by after_stat() within a call to aes() are listed.

For all output.type arguments the following values are returned.

x,npcx: x position
y,npcy: y position
coefs: fitted coefficients, named numeric vector as a list member
r.squared, rr.confint.level, rr.confint.low, rr.confint.high, adj.r.squared, f.value, f.df1, f.df2, p.value, AIC, BIC, n, knots, knots.se: numeric values, from the model fit object
grp.label: Set according to mapping in aes.
knots: list containing a numeric vector of knot or "psi" x-value for linear splines
fm.method: name of method used, character
fm.class: most derived class or the fitted model object, character
fm.formula.chr: formatted model formula, character

If output.type is not "numeric" the returned tibble contains in addition to those above the columns listed below, each containing a single character string. The markup used depends on the value of output.type.

eq.label: equation for the fitted polynomial as a character string to be parsed or NA
rr.label: $R^2$ of the fitted model as a character string to be parsed
adj.rr.label: Adjusted $R^2$ of the fitted model as a character string to be parsed
rr.confint.label: Confidence interval for $R^2$ of the fitted model as a character string to be parsed
f.value.label: F value and degrees of freedom for the fitted model as a whole.
p.value.label: P-value for the F-value above.
AIC.label: AIC for the fitted model.
BIC.label: BIC for the fitted model.
n.label: Number of observations used in the fit.
knots.label: The knots or change points in segmented regression.
grp.label: Set according to mapping in aes.
method.label: Set according method used.

If output.type is "numeric" the returned tibble contains columns listed below in addition to the base ones. If the model fit function used does not return a value, the variable is set to NA_real_.

coef.ls: list containing the "coefficients" matrix from the summary of the fit object
b_0.constant: TRUE is polynomial is forced through the origin
b_i: One or more columns with the coefficient estimates

To explore the computed values returned for a given input we suggest the use of geom_debug() as shown in the last examples below.

Output types

The formatting of character strings to be displayed in plots are marked as mathematical equations. Depending on the geom used, the mark-up needs to be encoded differently, or in some cases mark-up not applied.

"expression": The labels are encoded as character strings to be parsed into R's plotmath expressions.
"LaTeX", "TeX", "tikz", "latex": The labels are encoded as 'LaTeX' maths equations, without the "fences" for switching in math mode.
"latex.eqn": Same as "latex" but enclosed in single $, i.e., as in-line maths.
"latex.deqn": Same as "latex" but enclosed in double $$, i.e., as display maths.
"markdown": The labels are encoded as character strings using markdown syntax, with some embedded HTML.
"marquee": The labels are encoded as character strings using markdown syntax, with 'marquee' supported spans.
"text": The labels are plain ASCII character strings.
"numeric": No labels are generated. This value is accepted by the statistics, but not by the label formatting functions.
NULL: The value used depends on the argument passed to geom.

If geom = "latex" (package 'xdvir') the output type used is "latex.eqn". If geom = "richtext" (package 'ggtext') or geom = "textbox" (package 'ggtext') the output type used is "markdown". If geom = "marquee" (package 'marquee') the output type used is "marquee". For all other values of geom the default is "expression". Invalid values as argument trigger an error.

References

Originally written as an answer to question 7549694 at Stackoverflow but enhanced based on suggestions from several users and my own needs.

Aesthetics

stat_fit_residuals() understands the following aesthetics. Required aesthetics are displayed in bold and defaults are displayed for optional aesthetics:

•	`x`
•	`y`
•	`group`	→ inferred

stat_fit_deviations() understands the following aesthetics. Required aesthetics are displayed in bold and defaults are displayed for optional aesthetics:

•	`x`
•	`y`
•	`group`	→ inferred
•	`xend`	→ `after_stat(x.fitted)`
•	`yend`	→ `after_stat(y.fitted)`

stat_fit_fitted() understands the following aesthetics. Required aesthetics are displayed in bold and defaults are displayed for optional aesthetics:

•	`x`
•	`y`
•	`group`	→ inferred

Learn more about setting these aesthetics in vignette("ggplot2-specs").

Examples

# generate artificial data
set.seed(4321)
x <- 1:100
y <- (x + x^2 + x^3) + rnorm(length(x), mean = 0, sd = mean(x^3) / 4)
my.data <- data.frame(x, y)

# give a name to a formula
my.formula <- y ~ poly(x, 3, raw = TRUE)
my.y.formula <- x ~ poly(y, 3, raw = TRUE)

# plot residuals from linear model
ggplot(my.data, aes(x, y)) +
  stat_poly_line(method = "lm", formula = my.formula) +
  stat_fit_deviations(method = "lm", formula = my.formula, colour = "red") +
  geom_point()


# plot residuals from linear model with y as explanatory variable
ggplot(my.data, aes(x, y)) +
  stat_poly_line(method = "lm", formula = my.y.formula) +
  stat_fit_deviations(method = "lm", formula = my.y.formula, colour = "red") +
  geom_point()


# plot robust regression
ggplot(my.data, aes(x, y)) +
  stat_poly_line(formula = my.formula, method = "rlm") +
  stat_fit_deviations(formula = my.formula, method = "rlm", colour = "red") +
  geom_point()


# plot robust regression with weights indicated by colour
my.data.outlier <- my.data
my.data.outlier[6, "y"] <- my.data.outlier[6, "y"] * 5
ggplot(my.data.outlier, aes(x, y)) +
  stat_poly_line(method = MASS::rlm, formula = my.formula) +
  stat_fit_deviations(formula = my.formula, method = "rlm",
                      mapping = aes(colour = after_stat(robustness.weights)),
                      show.legend = TRUE) +
  scale_color_gradient(low = "red", high = "blue", limits = c(0, 1),
                       guide = "colourbar") +
  geom_point()


# plot quantile regression (= median regression)
ggplot(my.data, aes(x, y)) +
  stat_quantile(formula = my.formula, quantiles = 0.5) +
  stat_fit_deviations(formula = my.formula, method = "rq", colour = "red") +
  geom_point()


# plot quantile regression (= "quartile" regression)
ggplot(my.data, aes(x, y)) +
  stat_quantile(formula = my.formula, quantiles = 0.75) +
  stat_fit_deviations(formula = my.formula, colour = "red",
                      method = "rq", method.args = list(tau = 0.75)) +
  geom_point()


# plot residuals from linear model
ggplot(my.data, aes(x, y)) +
  geom_hline(yintercept = 0, linetype = "dashed") +
  stat_fit_residuals(formula = my.formula)


# plot residuals from linear model with y as explanatory variable
ggplot(my.data, aes(x, y)) +
  geom_vline(xintercept = 0, linetype = "dashed") +
  stat_fit_residuals(formula = my.y.formula) +
  coord_flip()


ggplot(my.data, aes(x, y)) +
  geom_hline(yintercept = 0, linetype = "dashed") +
  stat_fit_residuals(formula = my.formula, resid.type = "response")


# plot residuals with weights indicated by colour
my.data.outlier <- my.data
my.data.outlier[6, "y"] <- my.data.outlier[6, "y"] * 5
ggplot(my.data.outlier, aes(x, y)) +
  stat_fit_residuals(formula = my.formula, method = "rlm",
                      mapping = aes(colour = after_stat(robustness.weights)),
                      show.legend = TRUE) +
  scale_color_gradient(low = "red", high = "blue", limits = c(0, 1),
                       guide = "colourbar")


# plot weighted residuals with weights indicated by colour
ggplot(my.data.outlier) +
  stat_fit_residuals(formula = my.formula, method = "rlm",
                     mapping = aes(x = x,
                                   y = stage(start = y, after_stat = y * weights),
                                   colour = after_stat(robustness.weights)),
                     show.legend = TRUE) +
  scale_color_gradient(low = "red", high = "blue", limits = c(0, 1),
                       guide = "colourbar")


# inspecting the returned data
gginnards.installed <- requireNamespace("gginnards", quietly = TRUE)

if (gginnards.installed)
  library(gginnards)

# plot, using geom_debug_group() to explore the after_stat data
if (gginnards.installed)
  ggplot(my.data, aes(x, y)) +
    stat_fit_deviations(formula = my.formula,
                        geom = "debug_group")

#> [1] "PANEL 1; group(s) -1; 'draw_function()' input 'data' (head):"
#>   x          y x.fitted   y.fitted weights robustness.weights hjust PANEL group
#> 1 1 -27205.450        1 -3691.7638       1                  1     0     1    -1
#> 2 2 -14242.651        2 -2578.9186       1                  1     0     1    -1
#> 3 3  45790.918        3 -1498.5419       1                  1     0     1    -1
#> 4 4  53731.420        4  -443.8109       1                  1     0     1    -1
#> 5 5  -8028.578        5   592.0973       1                  1     0     1    -1
#> 6 6 102863.943        6  1616.0056       1                  1     0     1    -1
#>   xend       yend orientation
#> 1    1 -3691.7638           x
#> 2    2 -2578.9186           x
#> 3    3 -1498.5419           x
#> 4    4  -443.8109           x
#> 5    5   592.0973           x
#> 6    6  1616.0056           x

if (gginnards.installed)
  ggplot(my.data.outlier, aes(x, y)) +
    stat_fit_deviations(formula = my.formula, method = "rlm",
                        geom = "debug_group")

#> [1] "PANEL 1; group(s) -1; 'draw_function()' input 'data' (head):"
#>   x          y x.fitted   y.fitted weights robustness.weights hjust PANEL group
#> 1 1 -27205.450        1 -2515.6154       1          1.0000000     0     1    -1
#> 2 2 -14242.651        2 -1531.6972       1          1.0000000     0     1    -1
#> 3 3  45790.918        3  -573.7681       1          1.0000000     0     1    -1
#> 4 4  53731.420        4   364.8903       1          1.0000000     0     1    -1
#> 5 5  -8028.578        5  1290.9967       1          1.0000000     0     1    -1
#> 6 6 514319.715        6  2211.2695       1          0.1533318     0     1    -1
#>   xend       yend orientation
#> 1    1 -2515.6154           x
#> 2    2 -1531.6972           x
#> 3    3  -573.7681           x
#> 4    4   364.8903           x
#> 5    5  1290.9967           x
#> 6    6  2211.2695           x

if (gginnards.installed)
  ggplot(my.data, aes(x, y)) +
   stat_fit_residuals(formula = my.formula, resid.type = "working",
                      geom = "debug_group")

#> [1] "PANEL 1; group(s) -1; 'draw_function()' input 'data' (head):"
#>   x          y    y.resid x.resid weights robustness.weights PANEL group
#> 1 1 -23513.687 -23513.687      NA       1                  1     1    -1
#> 2 2 -11663.732 -11663.732      NA       1                  1     1    -1
#> 3 3  47289.460  47289.460      NA       1                  1     1    -1
#> 4 4  54175.231  54175.231      NA       1                  1     1    -1
#> 5 5  -8620.676  -8620.676      NA       1                  1     1    -1
#> 6 6 101247.937 101247.937      NA       1                  1     1    -1
#>   orientation
#> 1           x
#> 2           x
#> 3           x
#> 4           x
#> 5           x
#> 6           x

if (gginnards.installed)
  ggplot(my.data, aes(x, y)) +
    stat_fit_residuals(formula = my.formula, method = "rlm",
                       geom = "debug_group")

#> [1] "PANEL 1; group(s) -1; 'draw_function()' input 'data' (head):"
#>   x          y    y.resid x.resid weights robustness.weights PANEL group
#> 1 1 -24689.771 -24689.771      NA       1          1.0000000     1    -1
#> 2 2 -12710.840 -12710.840      NA       1          1.0000000     1    -1
#> 3 3  46364.845  46364.845      NA       1          1.0000000     1    -1
#> 4 4  53366.731  53366.731      NA       1          1.0000000     1    -1
#> 5 5  -9319.337  -9319.337      NA       1          1.0000000     1    -1
#> 6 6 100652.946 100652.946      NA       1          0.7800764     1    -1
#>   orientation
#> 1           x
#> 2           x
#> 3           x
#> 4           x
#> 5           x
#> 6           x

if (gginnards.installed)
  ggplot(my.data, aes(x, y)) +
   stat_fit_fitted(formula = my.formula,
                   geom = "debug_group")

#> [1] "PANEL 1; group(s) -1; 'draw_function()' input 'data' (head):"
#>   x          y PANEL group orientation
#> 1 1 -3691.7638     1    -1           x
#> 2 2 -2578.9186     1    -1           x
#> 3 3 -1498.5419     1    -1           x
#> 4 4  -443.8109     1    -1           x
#> 5 5   592.0973     1    -1           x
#> 6 6  1616.0056     1    -1           x

Statistic	\(f\)	Supported model fit methods
`stat_poly_line()`	G	"lm", "rlm", "lts", "sma", "ma", "gls", "nls", "onls", others with methods `predict()` or `fitted()`
`stat_poly_eq()`	G	"lm", "rlm", "lts", "sma", "ma", "gls", "nls", "onls", others with needed accesors
`stat_quant_line()`	G	"rq", "rqss"
`stat_quant_band()`	G	"rq", "rqss"
`stat_quant_eq()`	G	"rq", "rqss"
`stat_ma_line()`	G	"SMA", "MA", "RMA", "OLS"
`stat_ma_eq()`	G	"SMA", "MA", "RMA", "OLS"
`stat_fit_residuals()`	G	"lm", "rlm", "lts", "sma", "ma", "gls", "rq", "rqss", "nls", "onls", others with method `residuals()`
`stat_fit_fitted()`	G	"lm", "rlm", "lts", "gls", "rq", "rqss", "nls", "onls", others with method `fitted()`
`stat_fit_deviations()`	G	"lm", "rlm", "lts", "gls", "rq", "rqss", "nls", "onls", others with methods `fitted()` and `weights()`
`stat_fit_augment()`	G	any with 'broom' method `augment()`
`stat_fit_glance()`	G	any with 'broom' method `glance()`
`stat_fit_tidy()`	G	any with 'broom' method `tidy()`
`stat_fit_tb()`	P	any with 'broom' method `tidy()`