Toeplitz Unlabeled Sensing

Published 18 Feb 2025 in math.CO and eess.SP | (2502.12778v1)

Abstract: Unlabeled sensing is the problem of recovering an element of a vector subspace of R^n, from its image under an unknown permutation of the coordinates and knowledge of the subspace. Here we study this problem for the special class of subspaces that admit a Toeplitz basis.

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Characterize low-rank intersections for generic Toeplitz subspaces under permutations

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