Controlling plot aesthetics is very simple in dabestr. An integral
part to the design of dabestr is to allow its users to freely adjust the
various components of a DABEST estimation plot, allowing for the most
ideal looking plot to be produced.
Getting started
At this point, we assume that you have already obtained the
dabest_effectsize_obj
. To add and adjust specific plot
components, simply add it as a argument into the
dabest_plot()
function.
dabest_plot(
dabest_effectsize_obj,
float_contrast = TRUE,
plot_component = "adjustment_value"
)
Adjusting Text
All text elements in the estimation plot can be adjusted. This
includes the value, the size and even removal of the text elements
completely.
Size
The following parameters are responsible for adjusting the size of
the text elements.
swarm_x_text
: Default 11. Numeric value determining the
font size of the x-axis of the swarm plot.
swarm_y_text
: Default 15. Numeric value determining the
font size of the y-axis of the swarm plot.
contrast_x_text
: Default 11. Numeric value determining
the font size of the x-axis of the contrast plot.
contrast_y_text
: Default 15. Numeric value determining
the font size of the y-axis of the contrast plot.
dabest_plot(
dabest_twogroup_obj.mean_diff,
float_contrast = TRUE,
swarm_x_text = 30,
swarm_y_text = 1,
contrast_x_text = 30,
contrast_y_text = 5
)
![](data:image/png;base64,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)
Content
The following parameters are responsible for adjusting the content of
the text elements.
swarm_label
: Default “value” or “proportion of success”
for proportion plots. Label for the y-axis of the swarm plot.
contrast_label
: Default “effect size”, based on the
effect sizes as given in effect_size()
. Label for the
y-axis of the contrast plot.
delta2_label
: Default NULL. Label for the y-label for
the delta-delta plot.
dabest_plot(
dabest_twogroup_obj.mean_diff,
float_contrast = TRUE,
swarm_label = "I love estimation statistics.",
contrast_label = "I love it more than you do!"
)
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)
Adjusting Visual Elements
Visual elements refer to the shapes, lines, symbols or other visual
representations that convey data and relationship in a plot. Many of
these elements can be adjusted in dabestr.
Markers
The following parameters are responsible for adjusting the properties
of various markers in the plot.
raw_marker_size
Default 1.5. Numeric value determining
the size of the points used in the swarm plot.
raw_marker_alpha
Default 1. Numeric value determining
the transparency of the points in the swarm plot.
raw_bar_width
Default 0.3. Numeric value determining
the width of the bar in the sankey diagram.
raw_marker_spread
Default 2. The distance between the
points if it is a swarm plot.
raw_marker_side_shift
Default 0. The horizontal
distance that the swarm plot points are moved in the direction of the
asymmetric_side
..
tufte_size
Default 0.8. Numeric value determining the
size of the tufte line in the swarm plot.
es_marker_size
Default 0.5. Numeric value determining
the size of the points used in the delta plot.
es_line_size
Default 0.8. Numeric value determining the
size of the ci line in the delta plot.
A <- dabest_plot(dabest_twogroup_obj.mean_diff,
float_contrast = TRUE,
swarm_label = "", contrast_label = "",
raw_marker_size = 1, raw_marker_alpha = 1
)
B <- dabest_plot(dabest_twogroup_obj.mean_diff,
float_contrast = TRUE,
swarm_label = "", contrast_label = "",
raw_marker_size = 2, raw_marker_alpha = 0.5
)
cowplot::plot_grid(
plotlist = list(A, B),
nrow = 1,
ncol = 2,
labels = "AUTO"
)
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)
Axes
The following parameters are responsible for adjusting the y-axis
limits for the rawdata axes and contrast axes of the plot. By adjusting
the range, it gives rise to the effect of zooming in or out of the
plot.
swarm_ylim
Default NULL. Vector containing the y-limits
for the swarm plot.
contrast_ylim
Default NULL. Vector containing the
y-limits for the delta plot.
delta2_ylim
Default NULL. Vector containing the
y-limits for the delta-delta plot.
If your effect size is qualitatively inverted (ie. a smaller value is
a better outcome), you can invert the vector passed to
contrast_ylim.
dabest_plot(dabest_multigroup_obj.mean_diff,
float_contrast = FALSE,
contrast_label = "More negative is better!",
swarm_ylim = c(1, 5), contrast_ylim = c(0.7, -1.2)
)
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)
Palettes
The following parameters are responsible for adjusting the plot
palettes of the plot.
custom_palette
Default “d3”. String. The following
palettes are available for use: npg, aaas, nejm, lancet, jama, jco,
ucscgb, d3, locuszoom, igv, cosmic, uchicago, brewer, ordinal,
viridis_d.
npg <- dabest_plot(dabest_unpaired_props.mean_diff,
swarm_label = "", contrast_label = "",
custom_palette = "npg"
)
nejm <- dabest_plot(dabest_unpaired_props.mean_diff,
swarm_label = "", contrast_label = "",
custom_palette = "nejm"
)
jama <- dabest_plot(dabest_unpaired_props.mean_diff,
swarm_label = "", contrast_label = "",
custom_palette = "jama"
)
locuszoom <- dabest_plot(dabest_unpaired_props.mean_diff,
swarm_label = "", contrast_label = "",
custom_palette = "locuszoom"
)
cowplot::plot_grid(
plotlist = list(npg, nejm, jama, locuszoom),
nrow = 2,
ncol = 2
)
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)
Misc
sankey
Default TRUE. Boolean value determining if the
flows between the bar charts will be plotted.
dabest_plot(dabest_paired_props.mean_diff, sankey = FALSE, raw_bar_width = 0.15)
![](data:image/png;base64,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)
flow
Default TRUE. Boolean value determining whether
the bars will be plotted in pairs.
dabest_plot(dabest_paired_props.mean_diff, flow = FALSE, raw_bar_width = 0.15)
![](data:image/png;base64,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)
asymmetric_side
Default “right”. Can be either “right”
or “left”. Controls which side the swarm points are shown.
right <- dabest_plot(dabest_twogroup_obj.mean_diff,
float_contrast = FALSE,
swarm_label = "", contrast_label = "",
asymmetric_side = "right"
)
left <- dabest_plot(dabest_twogroup_obj.mean_diff,
float_contrast = FALSE,
swarm_label = "", contrast_label = "",
asymmetric_side = "left"
)
cowplot::plot_grid(
plotlist = list(right, left),
nrow = 1,
ncol = 2
)
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)
show_delta2
Default FALSE. Boolean value determining if
the delta-delta plot is shown.
show_mini_meta
Default FALSE. Boolean value determining
if the weighted average plot is shown. If False, the resulting graph
would be identical to a multiple two-groups plot.
show_zero_dot
Default TRUE. Boolean value determining
if there is a dot on the zero line of the effect size for the
control-control group.
show_baseline_ec
Default FALSE. Boolean value
determining whether the baseline curve is shown.
dabest_plot(dabest_multigroup_obj.mean_diff,
float_contrast = FALSE,
show_baseline_ec = TRUE
)
![](data:image/png;base64,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)