By default, this function plots estimates (odds, risk or incidents
ratios, i.e. exponentiated coefficients, depending on family and
link function)
with confidence intervals of either fixed effects or random effects of
generalized linear mixed effects models (that have been fitted with the
glmer
-function of the lme4-package).
Furthermore, this function also plots predicted probabilities /
incidents or diagnostic plots.
sjp.glmer(fit, type = "re", vars = NULL, ri.nr = NULL,
group.estimates = NULL, remove.estimates = NULL, emph.grp = NULL,
sample.n = NULL, sort.est = NULL, title = NULL, legend.title = NULL,
axis.labels = NULL, axis.title = NULL, geom.colors = "Set1",
geom.size = NULL, show.values = TRUE, show.p = TRUE, show.ci = FALSE,
show.legend = FALSE, show.intercept = FALSE,
string.interc = "(Intercept)", show.scatter = TRUE, point.alpha = 0.2,
point.color = NULL, jitter.ci = FALSE, fade.ns = FALSE,
axis.lim = NULL, digits = 2, vline.type = 2, vline.color = "grey70",
facet.grid = TRUE, free.scale = FALSE, y.offset = 0.1,
prnt.plot = TRUE, ...)
A fitted model as returned by the glmer
-function.
Type of plot. Use one of following:
"re"
(default) for conditional modes (odds or incidents ratios) of random effects
"fe"
for odds or incidents ratios of fixed effects
"fe.cor"
for correlation matrix of fixed effects
"re.qq"
for a QQ-plot of random effects (random effects quantiles against standard normal quantiles)
"ri.slope"
to plot probability or incidents curves (predicted probabilities or incidents) of random intercept variances for all fixed effects coefficients. Use facet.grid
to decide whether to plot each coefficient as separate plot or as integrated faceted plot. See 'Details'.
"rs.ri"
for fitted probability curves (predicted probabilities) indicating the random slope-intercept pairs. Use this to visualize the random effects of random slope-intercept (or repeated measure) models. When having too many groups, use sample.n
argument.
"eff"
to plot marginal effects of predicted probabilities or incidents for each fixed term, where remaining co-variates are set to the mean. Use facet.grid
to decide whether to plot each coefficient as separate plot or as integrated faceted plot. See 'Details'.
"pred"
to plot predicted probabilities or incidents for the response, related to specific model predictors and conditioned on random effects. See 'Details'.
"pred.fe"
to plot predicted probabilities or incidents for the response, related to specific model predictors, only for fixed effects. See 'Details'.
Numeric vector with column indices of selected variables or a character vector with
variable names of selected variables from the fitted model, which should be used to plot
- depending on type
- estimates, fixed effects slopes or predicted values
(mean, probabilities, incidents rates, ...). See 'Examples'.
Numeric vector. If type = "re"
or type = "ri.slope"
,
and fitted model has more than one random intercept, ri.nr
indicates
which random effects of which random intercept (or: which list elements
of ranef
) will be plotted. Default is NULL
,
so all random effects will be plotted.
Numeric or character vector, indicating a group identifier for each estimate. Dots and confidence intervals of estimates are coloured according to their group association. See 'Examples'.
Character vector with coefficient names that indicate
which estimates should be removed from the plot.
remove.estimates = "est_name"
would remove the estimate est_name. Default
is NULL
, i.e. all estimates are printed.
Numeric vector with index numbers of grouping levels (from random effect).
If type = "ri.slope"
and facet.grid = FALSE
,
an integrated plot of predicted probabilities of fixed effects resp. fixed
effects slopes for each grouping level is plotted. To better find
certain groups, use this argument to emphasize these groups in the plot.
See 'Examples'.
Numeric vector. only applies, if type = "rs.ri"
. If
plot has many random intercepts (grouping levels), overplotting of
regression lines may occur. In this case, consider random sampling of
grouping levels. If sample.n
is of length 1, a random sample
of sample.n
observation is selected to plot random intercepts.
If sample.n
is of length > 1, random effects indicated by
the values in sample.n
are selected to plot random effects.
Use the latter option to always select a fixed, identical set of
random effects for plotting (useful when ecomparing multiple models).
Determines in which way estimates are sorted in the plot:
If NULL
(default), no sorting is done and estimates are sorted in order of model coefficients.
If sort.est = "sort.all"
, estimates are re-sorted for each coefficient (only applies if type = "re"
and facet.grid = FALSE
), i.e. the estimates of the random effects for each predictor are sorted and plotted to an own plot.
If type = "fe"
or type = "fe.std"
, TRUE
will sort estimates
If type = "re"
, specify a predictor's / coefficient's name to sort estimates according to this coefficient.
See 'Examples'.
Character vector with one or more labels that are used as plot title.
Character vector, used as title for the plot legend. Note that
only some plot types have legends (e.g. type = "pred"
or when
grouping estimates with group.estimates
).
Character vector with labels for the model terms, used as axis labels.
For mixed models, should either be vector of fixed effects variable labels
(if type = "fe"
or type = "fe.std"
) or a vector of group (value)
labels from the random intercept's categories (if type = "re"
).
Character vector of length one or two (depending on
the plot function and type), used as title(s) for the x and y axis.
If not specified, a default labelling is chosen. To set multiple
axis titles (e.g. with type = "eff"
for many predictors),
axis.title
must be a character vector of same length of plots
that are printed. In this case, each plot gets an own axis title
(applying, for instance, to the y-axis for type = "eff"
).
Note: Some plot types do not support this argument. In such
cases, use the return value and add axis titles manually with
labs
, e.g.: $plot.list[[1]] + labs(x = ...)
User defined color palette for geoms. If group.estimates
is not specified, must either be vector with two color values or a specific
color palette code (see 'Details' in sjp.grpfrq
). Else, if
group.estimates
is specified, geom.colors
must be a vector
of same length as groups. See 'Examples'.
size resp. width of the geoms (bar width, line thickness or point size, depending on plot type and function). Note that bar and bin widths mostly need smaller values than dot sizes.
Logical, whether values should be plotted or not.
Logical, adds significance levels to values, or value and variable labels.
Logical, if TRUE
, depending on type
, a confidence
interval or region is added to the plot. For frequency plots, the
confidence interval for the relative frequencies are shown.
logical, if TRUE
, and depending on plot type and
function, a legend is added to the plot.
Logical, if TRUE
, the intercept of the fitted model is also plotted.
Default is FALSE
. For glm
's, please note that due to exponential
transformation of estimates, the intercept in some cases can not be calculated, thus the
function call is interrupted and no plot printed.
String, axis label of intercept estimate. Only applies,
if show.intercept = TRUE
and axis.labels
is not NULL
.
Logical, if TRUE
(default), adds a scatter plot of
data points to the plot. Only applies for slope-type or predictions plots.
For most plot types, dots are jittered to avoid overplotting, hence the
points don't reflect exact values in the data.
Alpha value of point-geoms in the scatter plots. Only applies,
if show.scatter = TRUE
.
Color of of point-geoms in the scatter plots. Only applies,
if show.scatter = TRUE
.
Logical, if TRUE
and show.ci = TRUE
and confidence
bands are displayed as error bars, adds jittering to lines and error bars
to avoid overlapping.
Logical, if TRUE
, non significant estimates will be printed in slightly faded colors.
Numeric vector of length 2, defining the range of the plot axis.
Depending on plot type, may effect either x- or y-axis, or both.
For multiple plot outputs (e.g., from type = "eff"
or
type = "slope"
in sjp.glm
), axis.lim
may
also be a list of vectors of length 2, defining axis limits for each
plot (only if non-faceted).
Numeric, amount of digits after decimal point when rounding estimates and values.
Linetype of the vertical "zero point" line. Default is 2
(dashed line).
Color of the vertical "zero point" line. Default value is "grey70"
.
TRUE
to arrange the lay out of of multiple plots
in a grid of an integrated single plot. This argument calls
facet_wrap
or facet_grid
to arrange plots. Use plot_grid
to plot multiple plot-objects
as an arranged grid with grid.arrange
.
Logical, if TRUE
and facet.grid = TRUE
, each facet grid
gets its own fitted scale. If free.scale = FALSE
, each facet in
the grid has the same scale range.
numeric, offset for text labels when their alignment is adjusted
to the top/bottom of the geom (see hjust
and vjust
).
logical, if TRUE
(default), plots the results as graph. Use FALSE
if you don't
want to plot any graphs. In either case, the ggplot-object will be returned as value.
Other arguments passed down to further functions. Currently, following arguments are supported:
?effects::effect
Any arguments accepted by the effect
resp.
allEffects
function, for type = "eff"
.
width
The width
-argument for error bars.
alpha
The alpha
-argument for confidence bands.
level
The level
-argument confidence bands.
(Insisibily) returns, depending on the plot type
The ggplot-object (plot
). For multiple plots and if facet.grid = FALSE
) a plot.list
is returned.
A data frame data
with the data used to build the ggplot-object(s), or a list of data frames (data.list
).
type = "re"
plots the conditional modes of the random
effects, inclduing predicion intervals. It basically does the same
as dotplot(exp(ranef(fit, condVar = TRUE)[[i]])
, where i
denotes the random effect index.
type = "fe.slope"
the predicted values
are based on the fixed effects intercept's estimate and each specific
fixed term's estimate. All other fixed effects are set to zero (i.e. ignored),
which corresponds to family(fit)$linkinv(eta = b0 + bi * xi)
(where xi
is the estimate of fixed effects and b0
is the intercept of
the fixed effects; the inverse link-function is used). This plot type
may give similar results as type = "pred"
, however, type = "fe.slope"
does not adjust for other predictors.
type = "eff"
plots the marginal effects of model predictors.
Unlike type = "fe.slope"
, the predicted values computed by
type = "eff"
are adjusted for all co-variates, which are
set to the mean, as returned by the allEffects
function.
You can pass further arguments down to allEffects
for flexible
function call via the ...
-argument.
type = "ri.slope"
the predicted values
are based on the fixed effects intercept, plus each random intercept and
each specific fixed term's estimate. All other fixed effects are set to zero (i.e. ignored),
which corresponds to family(fit)$linkinv(eta = b0 + b0[r1-rn] + bi * xi)
(where xi
is the estimate of fixed effects, b0
is the intercept of
the fixed effects and b0[r1-rn]
are all random intercepts).
type = "rs.ri"
the predicted values are based
on the fixed effects intercept, plus each random intercept and
random slope. This plot type is intended to plot the random part, i.e.
the predicted probabilities or incident rates of each random slope
for each random intercept.
Since the random intercept specifies the deviance from the gloabl
intercept, the global intercept is always included. In case of overplotting,
use the sample.n
argument to randomly sample a limited amount
of groups.
type = "coef"
forest plot of joint fixed and random
effect coefficients, as retrieved by coef.merMod
,
it's simply ranef + fixef
.
type = "pred"
or type = "pred.fe"
predicted
values against response, only fixed effects or
conditional on random intercept. It's calling
predict(fit, type = "response", re.form = NA)
resp.
predict(fit, type = "response", re.form = NULL)
to
compute the values.
This plot type requires the vars
argument to select specific terms
that should be used for the x-axis and - optional - as grouping factor.
Hence, vars
must be a character vector with the names of
one or two model predictors. See 'Examples'.