Nothing
####################################
# Turn regular data into row pairs #
####################################
rowDiff <- function(row1, row2) row1 - row2
rowDiffSign <- function(row1, row2) sign(row1 - row2)
# Apply row_pair_fn to all rows with criterion_col and cols_to fit.
# Criterion_col will then get special treatment, rescaled to 0 to 1.
# The row_pair_function has the signature function(row1, row2). Examples are
# rowDiff and rowDiffSign.
# Applies row_pair_fn to all unique pairs of rows-- except a row with itself.
# If the rows are A, B, C, then this returns
# row_pair_fn(A, B)
# row_pair_fn(A, C)
# row_pair_fn(B, C)
toRowPairData <- function(train_data, criterion_col, cols_to_fit,
row_pair_fn) {
transform <- applyFunctionToRowPairs(
train_data[,c(criterion_col,cols_to_fit)], row_pair_fn)
# The criterion has been moved to the first colum. But it should not be a
# diff-- it is the probability row 1 is greater, which is 1 if row 1 is
# greater, 0 if row2 is greater, and 0.5 if they are the same size.
transform[,1] <- rescale0To1(sign(transform[,1,drop=FALSE]))
return(transform)
}
# If you require symmetric data, this returns all unique pairs and permutations
# of pairs of rows-- except a row with itself.
# If the rows are A, B, C, then this returns
# row_pair_fn(A, B)
# row_pair_fn(A, C)
# row_pair_fn(B, C)
# row_pair_fn(C, B)
# row_pair_fn(C, A)
# row_pair_fn(B, A)
allPairData <- function(train_data, criterion_col, cols_to_fit, row_pair_fn) {
forwardPairs <- toRowPairData(train_data, criterion_col, cols_to_fit,
row_pair_fn)
n <- nrow(train_data)
backwardPairs <- toRowPairData(train_data[c(n:1),], criterion_col,
cols_to_fit, row_pair_fn)
return(rbind(forwardPairs, backwardPairs))
}
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