Performs a threshold sweep for one focal condition X. For each threshold
in sweep_range, the outcome Y and all X variables are binarized
using user-specified thresholds, and a crisp-set QCA is executed.
ctSweepS(
dat,
outcome = NULL,
conditions = NULL,
sweep_var,
sweep_range,
thrY,
thrX_default = 7,
pre_calibrated = NULL,
dir.exp = NULL,
include = "",
incl.cut = 0.8,
n.cut = 1,
pri.cut = 0,
extract_mode = c("first", "all", "essential"),
return_details = TRUE,
Yvar = NULL,
Xvars = NULL
)Data frame containing the outcome and condition variables.
Character. Outcome variable name. Supports negation with
tilde prefix (e.g., "~Y") following QCA package conventions.
Character vector. Names of condition variables.
Character. Name of the condition to be swept.
Must be one of conditions.
Numeric vector. Candidate thresholds for sweep_var.
Numeric. Threshold for Y (fixed).
Numeric. Default threshold for non-swept X variables.
Variables listed in pre_calibrated do not require this threshold.
Character vector or NULL. Names of condition
variables that have been pre-calibrated (e.g., via QCA::calibrate())
and should be passed through to QCA::truthTable() without
binarization. These variables must contain values in the [0, 1]
range. Variables not listed here will be binarized using thrX_default
as usual. Default is NULL (all variables binarized).
Variables listed here are never swept: they are used as they are. To
sweep a variable that holds membership scores, leave it out of this
argument; it is then binarized at the thresholds you supply (for example
0.3, 0.5, 0.7), like any other numeric variable.
Directional expectations for minimize.
If NULL (default), no directional expectations are applied.
To compute the intermediate solution, specify a numeric vector
(1, 0, or -1 for each condition). Example: dir.exp = c(1, 1, 1)
for three conditions all expected to contribute positively.
Inclusion rule for minimize.
"" (default, QCA compatible) computes the complex solution
without logical remainders.
Use "?" to include logical remainders for parsimonious
(with dir.exp = NULL) or intermediate solutions
(with dir.exp specified).
Consistency cutoff for truthTable.
Frequency cutoff for truthTable.
PRI cutoff for minimize.
Character. How to handle multiple solutions:
"first" (default), "all", or "essential".
See qca_extract for details.
Logical. If TRUE (default), returns both
summary and detailed objects for use with generate_report().
Deprecated. Use outcome instead.
Deprecated. Use conditions instead.
If return_details = FALSE, a data frame with columns:
threshold — swept threshold for sweep_var
expression — minimized solution expression
inclS — solution consistency
covS — solution coverage
(additional columns depending on extract_mode)
If return_details = TRUE, a list with:
summary — the data frame above
details — per-threshold list of
threshold, thrX_vec, truth_table, solution
Note that return_details changes the type of the returned
object, not just its contents: with TRUE the summary table is at
result$summary, whereas with FALSE the summary table
is the returned object and result$summary is NULL.
Code intended to work under both settings should branch on
inherits(result, "data.frame") (or simply always pass
return_details = TRUE) rather than assuming result$summary
exists.
# Load sample data
data(sample_data)
# === Three Types of QCA Solutions ===
# 1. Complex Solution (default, QCA compatible)
result_comp <- ctSweepS(
dat = sample_data,
outcome = "Y",
conditions = c("X1", "X2", "X3"),
sweep_var = "X3",
sweep_range = 7,
thrY = 7,
thrX_default = 7
# include = "" (default), dir.exp = NULL (default)
)
head(result_comp$summary)
#> threshold expression inclS covS n_solutions
#> 1 7 ~X1*X3 + ~X2*X3 + X1*X2*~X3 0.90625 0.8787879 1
# 2. Parsimonious Solution (include = "?")
result_pars <- ctSweepS(
dat = sample_data,
outcome = "Y",
conditions = c("X1", "X2", "X3"),
sweep_var = "X3",
sweep_range = 7,
thrY = 7,
thrX_default = 7,
include = "?" # Include logical remainders
)
head(result_pars$summary)
#> threshold expression inclS covS n_solutions
#> 1 7 X3 + X1*X2 0.90625 0.8787879 1
# 3. Intermediate Solution (include = "?" + dir.exp)
result_int <- ctSweepS(
dat = sample_data,
outcome = "Y",
conditions = c("X1", "X2", "X3"),
sweep_var = "X3",
sweep_range = 7,
thrY = 7,
thrX_default = 7,
include = "?",
dir.exp = c(1, 1, 1) # All conditions expected positive
)
head(result_int$summary)
#> threshold expression inclS covS n_solutions
#> 1 7 X3 + X1*X2 0.90625 0.8787879 1
# === Threshold Sweep Example ===
# Run single condition threshold sweep on X3 (complex solutions by default)
result <- ctSweepS(
dat = sample_data,
outcome = "Y",
conditions = c("X1", "X2", "X3"),
sweep_var = "X3",
sweep_range = 6:8,
thrY = 7,
thrX_default = 7
)
head(result$summary)
#> threshold expression inclS covS n_solutions
#> 1 6 X1*X2 1.00000 0.3030303 1
#> 2 7 ~X1*X3 + ~X2*X3 + X1*X2*~X3 0.90625 0.8787879 1
#> 3 8 ~X1*X3 + ~X2*X3 + X1*X2*~X3 1.00000 0.8181818 1
# Run with negated outcome (~Y)
result_neg <- ctSweepS(
dat = sample_data,
outcome = "~Y",
conditions = c("X1", "X2", "X3"),
sweep_var = "X3",
sweep_range = 6:8,
thrY = 7,
thrX_default = 7
)
head(result_neg$summary)
#> threshold expression inclS covS n_solutions
#> 1 6 ~X1*~X3 1.0000000 0.4893617 1
#> 2 7 ~X1*~X3 + ~X2*~X3 0.9166667 0.9361702 1
#> 3 8 ~X1*~X3 + ~X2*~X3 0.8867925 1.0000000 1