Fraction of Design Space Plot — plot

Creates a fraction of design space plot

Usage

plot_fds(
  skpr_output,
  model = NULL,
  continuouslength = 1001,
  plot = TRUE,
  sample_size = 10000,
  yaxis_max = NULL,
  moment_sample_density = 10,
  description = "Fraction of Design Space",
  candidate_set = NA,
  high_resolution_candidate_set = NA
)

Arguments

skpr_output: The design, or the output of the power evaluation functions. This can also be a list of several designs, which will result in all of them being plotted in a row (for easy comparison).
model: Default NULL. The model, if NULL it defaults to the model used in eval_design() or gen_design().
continuouslength: Default 11. The precision of the continuous variables. Decrease for faster (but less precise) plotting.
plot: Default TRUE. Whether to plot the FDS, or just calculate the cumulative distribution function.
sample_size: Default 10000. Number of samples to take of the design space.
yaxis_max: Default NULL. Manually set the maximum value of the prediction variance.
moment_sample_density: Default 10. The density of points to sample when calculating the moment matrix to compute I-optimality if there are disallowed combinations. Otherwise, the closed-form moment matrix can be calculated.
description: Default Fraction of Design Space. The description to add to the plot. If a vector and multiple designs passed to skpr_output, it will be the description for each plot.
candidate_set: Default NA. If the original design did not come from skpr and has disallowed combinations, the average prediction variance over the design region needs the original candidate set to accurately compute the I-optimality value. Note that this will estimate the valid design region using the convex hull of the given points, which is slow computationally for large designs: pass a high_resolution_candidate_set for faster plotting.
high_resolution_candidate_set: Default NA. If you have continuous numeric terms and disallowed combinations, the closed-form I-optimality value cannot be calculated and must be approximated by numeric integration. This requires sampling the allowed space densely, but most candidate sets will provide a sparse sampling of allowable points. To work around this, skpr will generate a convex hull of the numeric terms for each unique combination of categorical factors to generate a dense sampling of the space and cache that value internally, but this is a slow calculation and does not support non-convex candidate sets. To speed up moment matrix calculation, pass a higher resolution version of your candidate set here with the disallowed combinations already applied.

Value

Plots design diagnostics, and invisibly returns the vector of values representing the fraction of design space plot. If multiple designs are passed, this will return a list of all FDS vectors.

Examples

#We can pass either the output of gen_design or eval_design to plot_correlations
#in order to obtain the correlation map. Passing the output of eval_design is useful
#if you want to plot the correlation map from an externally generated design.

#First generate the design:

candidate_set = expand.grid(X1 = c(1, -1), X2 = c(1, -1))

design = gen_design(candidate_set, ~(X1 + X2), 15)

plot_fds(design)


#We can also feed evaluation output
power = eval_design(design)
plot_fds(power)