| Description: |
Dimensions corresponds to the Mathematica function of
the same name. It takes a sli array and returns a list with
dimensions [d1 d2 ... dn] where di gives the dimension of the
array at level i.
The length of the dimensions-list corresponds to the TensorRank of
the array.
Note: Dimensions assumes that the array is hyper-rectangular
(rectangle,cuboid, ...), i.e., all subarrays at a given level
have the same number of elements.
Dimensions does not check, if the array really is hyper-rectangular. It
will not fail if this is not the case. Instead, the dimensions
that are returned correspond to the number of elements of the
first subarray in each level.
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