A path-matrix algorithm yields irreducible Cartesian tensor decomposition matrices up to rank 9 and orthogonal bases of equivariant spaces, surpassing prior rank-5 and spanning-set limits.
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High-Rank Irreducible Cartesian Tensor Decomposition and Bases of Equivariant Spaces
A path-matrix algorithm yields irreducible Cartesian tensor decomposition matrices up to rank 9 and orthogonal bases of equivariant spaces, surpassing prior rank-5 and spanning-set limits.