Performs the Tucker product between an array and a list of matrices.
An array of dimension K.
A list of matrices of length K. It must be that
The Tucker product between a list of matrices
B and an array
is formally equivalent to performing the k-mode product between
A and each list element in
B. For example, if the dimension of
A is three, then
amprod(amprod(amprod(A,B[],1),B[],2),B[],3). The ordering of this
k-mode product does not matter. See
Kolda and Bader
(2009) for details.
Kolda, T. G., & Bader, B. W. (2009). Tensor decompositions and applications. SIAM review, 51(3), 455-500.
amprod for multiplying one matrix along one mode of an
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