`smooth_estimates()`

can now handle- bivariate and multivariate thinplate regression spline smooths, e.g.
`s(x, z, a)`

, - tensor product smooths (
`te()`

,`t2()`

, &`ti()`

), e.g.`te(x, z, a)`

- factor smooth interactions, e.g.
`s(x, f, bs = "fs")`

- random effect smooths, e.g.
`s(f, bs = "re")`

- bivariate and multivariate thinplate regression spline smooths, e.g.
`penalty()`

provides a tidy representation of the penalty matrices of smooths. The tidy representation is most suitable for plotting with`ggplot()`

.A

`draw()`

method is provided, which represents the penalty matrix as a heatmap.

- The
`newdata`

argument to`smooth_estimates()`

has been changed to`data`

as was originally intended.

Partial residuals for models can be computed with

`partial_residuals()`

. The partial residuals are the weighted residuals of the model added to the contribution of each smooth term (as returned by`predict(model, type = "terms")`

.Wish of #76 (@noamross)

Also, new function

`add_partial_residuals()`

can be used to add the partial residuals to data frames.Users can now control to some extent what colour or fill scales are used when plotting smooths in those

`draw()`

methods that use them. This is most useful to change the fill scale when plotting 2D smooths, or to change the discrete colour scale used when plotting random factor smooths (`bs = "fs"`

).The user can pass scales via arguments

`discrete_colour`

and`continuous_fill`

.The effects of certain smooths can be excluded from data simulated from a model using

`simulate.gam()`

and`predicted_samples()`

by passing`exclude`

or`terms`

on to`predict.gam()`

. This allows for excluding random effects, for example, from model predicted values that are then used to simulate new data from the conditional distribution. See the example in`predicted_samples()`

.Wish of #74 (@hgoldspiel)

`draw.gam()`

and related functions gain arguments`constant`

and`fun`

to allow for user-defined constants and transformations of smooth estimates and confidence intervals to be applied.Part of wish of Wish of #79.

`confint.gam()`

now works for 2D smooths also.`smooth_estimates()`

is an early version of code to replace (or more likely supersede)`evaluate_smooth()`

.`smooth_estimates()`

can currently only handle 1D smooths of the standard types.

The meaning of

`parm`

in`confint.gam`

has changed. This argument now requires a smooth label to match a smooth. A vector of labels can be provided, but partial matching against a smooth label only works with a single`parm`

value.The default behaviour remains unchanged however; if

`parm`

is`NULL`

then all smooths are evaluated and returned with confidence intervals.`data_class()`

is no longer exported; it was only ever intended to be an internal function.

`confint.gam()`

was failing on a tensor product smooth due to matching issues. Reported by @tamas-ferenci #88This also fixes #80

- which was a related issue with selecting a specific smooth.

The

**vdiffr**package is now used conditionally in package tests. Reported by Brian Ripley #93

`draw.gam()`

with`scales = "fixed"`

now applies to all terms that can be plotted, including 2d smooths.Reported by @StefanoMezzini #73

`dplyr::combine()`

was deprecated. Switch to`vctrs::vec_c()`

.`draw.gam()`

with`scales = "fixed"`

wasn’t using fixed scales where 2d smooths were in the model.Reported by @StefanoMezzini #73

`draw.gam()`

can now include partial residuals when drawing univariate smooths. Use`residuals = TRUE`

to add partial residuals to each univariate smooth that is drawn. This feature is not available for smooths of more than one variable, by smooths, or factor-smooth interactions (`bs = "fs"`

).The coverage of credible and confidence intervals drawn by

`draw.gam()`

can be specified via argument`ci_level`

. The default is arbitrarily`0.95`

for no other reason than (rough) compatibility with`plot.gam()`

.This change has had the effect of making the intervals slightly narrower than in previous versions of

*gratia*; intervals were drawn at ± 2 × the standard error. The default intervals are now drawn at ± ~1.96 × the standard error.New function

`difference_smooths()`

for computing differences between factor smooth interactions. Methods available for`gam()`

,`bam()`

,`gamm()`

and`gamm4::gamm4()`

. Also has a`draw()`

method, which can handle differences of 1D and 2D smooths currently (handling 3D and 4D smooths is planned).New functions

`add_fitted()`

and`add_residuals()`

to add fitted values (expectations) and model residuals to an existing data frame. Currently methods available for objects fitted by`gam()`

and`bam()`

.`data_sim()`

is a tidy reimplementation of`mgcv::gamSim()`

with the added ability to use sampling distributions other than the Gaussian for all models implemented. Currently Gaussian, Poisson, and Bernoulli sampling distributions are available.`smooth_samples()`

can handle continuous by variable smooths such as in varying coefficient models.`link()`

and`inv_link()`

now work for all families available in*mgcv*, including the location, scale, shape families, and the more specialised families described in`?mgcv::family.mgcv`

.`evaluate_smooth()`

,`data_slice()`

,`family()`

,`link()`

,`inv_link()`

methods for models fitted using`gamm4()`

from the**gamm4**package.`data_slice()`

can generate data for a 1-d slice (a single variable varying).The colour of the points, reference lines, and simulation band in

`appraise()`

can now be specified via arguments`point_col`

,`point_alpha`

,`ci_col`

`ci_alpha`

`line_col`

These are passed on to

`qq_plot()`

,`observed_fitted_plot()`

,`residuals_linpred_plot()`

, and`residuals_hist_plot()`

, which also now take the new arguments were applicable.Added utility functions

`is_factor_term()`

and`term_variables()`

for working with models.`is_factor_term()`

identifies is the named term is a factor using information from the`terms()`

object of the fitted model.`term_variables()`

returns a character vector of variable names that are involved in a model term. These are strictly for working with parametric terms in models.`appraise()`

now works for models fitted by`glm()`

and`lm()`

, as do the underlying functions it calls, especially`qq_plot`

.`appraise()`

also works for models fitted with family`gaulss()`

. Further location scale models and models fitted with extended family functions will be supported in upcoming releases.

`datagen()`

is now an*internal*function and is no longer exported. Use`data_slice()`

instead.`evaluate_parametric_term()`

is now much stricter and can only evaluate main effect terms, i.e. those whose order, as stored in the`terms`

object of the model is`1`

.

The

`draw()`

method for`derivatives()`

was not getting the x-axis label for factor by smooths correctly, and instead was using`NA`

for the second and subsequent levels of the factor.The

`datagen()`

method for class`"gam"`

couldn’t possibly have worked for anything but the simplest models and would fail even with simple factor by smooths. These issues have been fixed, but the behaviour of`datagen()`

has changed, and the function is now not intended for use by users.Fixed an issue where in models terms of the form

`factor1:factor2`

were incorrectly identified as being numeric parametric terms. #68

New functions

`link()`

and`inv_link()`

to access the link function and its inverse from fitted models and family functions.Methods for classes:

`"glm"`

,`"gam"`

,`"bam"`

,`"gamm"`

currently. #58Adds explicit

`family()`

methods for objects of classes`"gam"`

,`"bam"`

, and`"gamm"`

.`derivatives()`

now handles non-numeric when creating shifted data for finite differences. Fixes a problem with`stringsAsFactors = FALSE`

default in R-devel. #64

- Updated
*gratia*to work with*tibble*versions >= 3.0

*gratia*now uses the*mvnfast*package for random draws from a multivariate normal distribution (`mvnfast::rmvn()`

). Contributed by Henrik Singmann (@singmann) #28New function

`basis()`

for generating tidy representations of basis expansions from an*mgcv*-like definition of a smooth, e.g.`s()`

,`te()`

,`ti()`

, or`t2()`

. The basic smooth types also have a simple`draw()`

method for plotting the basis.`basis()`

is a simple wrapper around`mgcv::smoothCon()`

with some post processing of the basis model matrix into a tidy format. #42New function

`smooth_samples()`

to draw samples of entire smooth functions from their posterior distribution. Also has a`draw()`

method for plotting the posterior samples.

`draw.gam()`

would produce empty plots between the panels for the parametric terms if there were 2 or more parametric terms in a model. Reported by @sklayn #39.`derivatives()`

now works with factor by smooths, including ordered factor by smooths. The function also now works correctly for complex models with multiple covariates/smooths. #47`derivatives()`

also now handles`'fs'`

smooths. Reported by @tomand-uio #57.`evaluate_parametric_term()`

and hence`draw.gam()`

would fail on a`ziplss()`

model because i)*gratia*didn’t handle parametric terms in models with multiple linear predictors correctly, and ii)*gratia*didn’t convert to the naming convention of*mgcv*for terms in higher linear predictors. Reported by @pboesu #45.