column_contrast | R Documentation |
Define a contrast by directly targeting design matrix columns using regex patterns. This is useful for contrasts involving continuous variables or specific basis functions.
column_contrast(pattern_A, pattern_B = NULL, name, where = NULL)
pattern_A |
A character string containing a regex pattern to identify the columns for the positive (+) part of the contrast. |
pattern_B |
Optional character string containing a regex pattern for the
negative (-) part (for A-B type contrasts). If NULL, creates a contrast testing
the average of columns matching |
name |
A character string name for the contrast (mandatory). |
where |
Currently unused for column_contrast, but kept for API consistency. |
This contrast type operates by finding design matrix columns whose names match
the provided patterns (pattern_A
, pattern_B
). It calculates weights such that
the average effect of the 'A' columns is compared to the average effect of the
'B' columns (or baseline if pattern_B
is NULL). Weights are assigned as +1/nA
for 'A' columns and -1/nB for 'B' columns, ensuring the contrast sums to zero
if both A and B groups are present.
Use standard R regex syntax for the patterns. Remember to escape special
characters (e.g., \\[
, \\.
, \\*
).
A column_contrast_spec
object containing the specification.
# Test the main effect of a continuous modulator 'RT'
# Assumes RT is a column name, e.g., from columns(Scale(RT))
cc1 <- column_contrast(pattern_A = "^z_RT$", name = "Main_RT")
# Compare Condition.A vs Condition.B for the 'RT' modulator effect
# Assumes condition names like "Condition.A_z_RT", "Condition.B_z_RT"
cc2 <- column_contrast(pattern_A = "^Condition\\.A_z_RT$",
pattern_B = "^Condition\\.B_z_RT$",
name = "CondA_vs_CondB_for_RT")
# Test a specific basis function (e.g., basis spline #3)
# Assumes column names like "TermName_Condition.Tag_b03"
cc3 <- column_contrast(pattern_A = "_b03$", name = "Basis_3_Effect")
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