top of page
Publcations and preprints
Figure: A pictorial representation of a tensor (left) and its decomposition into product tensors (right).
a splitting theorem for product tensors
GIF: A tensor is said to have a unique decomposition if any two decompositions agree, up to reordering terms. Kruskal's theorem, and our generalization, gives a sufficient condition for a decomposition to be unique.
tensor-based methods for quantum information and entanglement theory
bottom of page