
Make vector positions from a (non-symmetric) array index respecting dim and dimorder
arrayIndex2vectorIndex(x, dim = NULL, dimorder = NULL, vw = NULL)
a vector of indices in seq_len(prod(dim))
(or seq_len(prod(colSums(vw)))
)
an n by m matrix with n m-dimensional array indices
NULL or dim
NULL or dimorder
NULL or integer vector[3] or integer matrix[3,m], see details
Jens Oehlschlägel
The fastest rotating dimension is dim[dimorder[1]], then dim[dimorder[2]], and so forth.
The parameters 'x' and 'dim' may refer to a subarray of a larger array, in this case, the array indices 'x' are interpreted as 'vw[1,] + x' within the larger array 'as.integer(colSums(vw))'.
array2vector
, vectorIndex2arrayIndex
x <- matrix(1:12, 3, 4)
x
arrayIndex2vectorIndex(cbind(as.vector(row(x)), as.vector(col(x)))
, dim=dim(x))
arrayIndex2vectorIndex(cbind(as.vector(row(x)), as.vector(col(x)))
, dim=dim(x), dimorder=2:1)
matrix(1:30, 5, 6)
arrayIndex2vectorIndex(cbind(as.vector(row(x)), as.vector(col(x)))
, vw=rbind(c(0,1), c(3,4), c(2,1)))
arrayIndex2vectorIndex(cbind(as.vector(row(x)), as.vector(col(x)))
, vw=rbind(c(0,1), c(3,4), c(2,1)), dimorder=2:1)
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