Returns a matrix of integers indicating the number of their slice in a given array.

`slice.index(x, MARGIN)`

x

an array. If `x`

has no dimension attribute, it is
considered a one-dimensional array.

MARGIN

an integer vector giving the dimension numbers to slice by.

An integer array `y`

with dimensions corresponding to those of
`x`

.

If `MARGIN`

gives a single dimension, then all elements of slice
number `i`

with respect to this have value `i`

. In general,
slice numbers are obtained by numbering all combinations of indices in
the dimensions given by `MARGIN`

in column-major order. I.e.,
with \(m_1\), …, \(m_k\) the dimension numbers (elements of
`MARGIN`

) sliced by and \(d_{m_1}\), …, \(d_{m_k}\) the
corresponding extents, and \(n_1 = 1\), \(n_2 = d_{m_1}\), …,
\(n_k = d_{m_1} \cdots d_{m_{k-1}}\),
the number of the slice where dimension \(m_1\) has value \(i_1\),
…, dimension \(m_k\) has value \(i_k\) is
\(1 + n_1 (i_1 - 1) + \cdots + n_k (i_k - 1)\).

`row`

and `col`

for determining row and column
indexes; in fact, these are special cases of `slice.index`

corresponding to `MARGIN`

equal to 1 and 2, respectively when
`x`

is a matrix.

# NOT RUN { x <- array(1 : 24, c(2, 3, 4)) slice.index(x, 2) slice.index(x, c(1, 3)) ## When slicing by dimensions 1 and 3, slice index 5 is obtained for ## dimension 1 has value 1 and dimension 3 has value 3 (see above): which(slice.index(x, c(1, 3)) == 5, arr.ind = TRUE) # }