Per resolution Feature Stability Boxplot
Source:R/stability-1-dim-reduction.R
plot_feature_per_resolution_stability_boxplot.Rd
Display EC consistency for each feature set and for each step. Above each boxplot there is a number representing the step (or the size of the subset). The ECC values are extracted depdening on the resolution value provided by the user.
Usage
plot_feature_per_resolution_stability_boxplot(
feature_object_list,
resolution,
violin_plot = FALSE,
text_size = 4,
boxplot_width = 0.4,
dodge_width = 0.7,
return_df = FALSE
)
Arguments
- feature_object_list
An object or a concatenation of objects returned by the
assess_feature_stability
method- resolution
The resolution value for which the ECC will be extracted.
- violin_plot
If TRUE, the function will return a violin plot instead of a boxplot. Default is
FALSE
.- text_size
The size of the labels above boxplots
- boxplot_width
Used for adjusting the width of the boxplots; the value will be passed to the
width
argument of theggplot2::geom_boxplot
method.- dodge_width
Used for adjusting the horizontal position of the boxplot; the value will be passed to the
width
argument of theggplot2::position_dodge
method.- return_df
If TRUE, the function will return the ECS values as a dataframe. Default is
FALSE
.
Examples
set.seed(2024)
# create an artificial expression matrix
expr_matrix <- matrix(
c(runif(100 * 10), runif(100 * 10, min = 3, max = 4)),
nrow = 200, byrow = TRUE
)
rownames(expr_matrix) <- as.character(1:200)
colnames(expr_matrix) <- paste("feature", 1:10)
feature_stability_result <- assess_feature_stability(
data_matrix = t(expr_matrix),
feature_set = colnames(expr_matrix),
steps = 5,
feature_type = "feature_name",
resolution = c(0.1, 0.5, 1),
n_repetitions = 10,
umap_arguments = list(
# the following parameters are used by the umap function
# and are not mandatory
n_neighbors = 3,
approx_pow = TRUE,
n_epochs = 0,
init = "random",
min_dist = 0.3
),
clustering_algorithm = 1
)
plot_feature_per_resolution_stability_boxplot(feature_stability_result, 0.5)