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Paper Citation Record · LEDGER

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums

As of 14 August 2026, this Paper Citation Record lists 37 of 37 outbound references and 0 inbound Pith citation observations for arXiv:2511.17239.

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2511.17239 v2

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measured 37 of 37 reference resolution

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measured 37 of 37 standing notices

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37 of 37 outbound references displayed

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Outbound references

Observation 63e45422-637f-43b2-837d-36fc075a2007 · outbound

This paper cites Alternating projections on nontangential manifolds.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Alternating projections on nontangential manifolds

Reference 1

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This paper cites Vandermonde matrices with nodes in the unit disk and the large sieve.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Vandermonde matrices with nodes in the unit disk and the large sieve

Reference 2

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Unresolved cited work

Reference 3

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This paper cites Conditioning of partial nonuniform Fourier matrices with clustered nodes.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Conditioning of partial nonuniform Fourier matrices with clustered nodes

Reference 4

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Observation afbfab8e-92b5-455a-ad7f-c4428d198b87 · outbound

This paper cites The spectral prop- erties of Vandermonde matrices with clustered nodes.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums The spectral prop- erties of Vandermonde matrices with clustered nodes

Reference 5

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Unresolved cited work

Reference 6

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Observation 9aa23d9c-4901-49b4-b411-75e5d8770fbb · outbound

This paper cites Spectral compressed sensing via structured matrix completion.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Spectral compressed sensing via structured matrix completion

Reference 7

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Observation 7a004ef4-6085-4268-aafa-78b3b41b815f · outbound

This paper cites Spectral methods for data science: A statistical perspective.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Spectral methods for data science: A statistical perspective

Reference 8

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Observation 3a9d9267-9fd6-4760-b7eb-c6a6893c9a53 · outbound

This paper cites Chu, Robert E Funderlic, and Robert J.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Chu, Robert E Funderlic, and Robert J

Reference 9

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This paper cites Moment problems and low rank Toeplitz approximations.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Moment problems and low rank Toeplitz approximations

Reference 10

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This paper cites Ioffe, and Adrian S.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Ioffe, and Adrian S

Reference 11

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This paper cites Optimality of Gradient-MUSIC for spectral estimation.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Optimality of Gradient-MUSIC for spectral estimation

Reference 12

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This paper cites Hankel low-rank approximation and completion in time series analysis and forecasting: a brief review.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Hankel low-rank approximation and completion in time series analysis and forecasting: a brief review

Reference 13

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Observation c2a90ee8-fd67-4fdf-ac9e-b569351190b3 · outbound

This paper cites Toeplitz Forms and Their Applications.

Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Toeplitz Forms and Their Applications

Reference 14

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Grigoriadis, Arthur E

Reference 15

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Combinatorial Theory

Reference 16

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Deconvolution and regularization with Toeplitz matrices

Reference 17

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Toeplitz low-rank approximation with sublinear query complexity

Reference 18

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Two decades of array signal processing research: the parametric approach

Reference 19

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums On the smallest singular value of multivariate Vandermonde matrices with clustered nodes

Reference 20

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Toeplitz structured subspace for multi-channel blind identification methods

Reference 21

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Multiscale estimates for the condition number of non-harmonic fourier matrices

Reference 22

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Stable super-resolution limit and smallest singular value of restricted Fourier matrices

Reference 23

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Sublinear time low-rank approximation of Toeplitz ma- trices

Reference 24

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums A fast algorithm for convolutional structured low-rank matrix recovery

Reference 25

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Identification of nonlinear systems using polynomial nonlinear state space models

Reference 26

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Ben Rosen

Reference 27

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums A robust sparse Fourier transform in the continuous setting

Reference 28

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Ben Rosen, Haesun Park, and John Glick

Reference 29

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums High-dimensional Probability: An Introduction with Applications in Data Science, volume 47

Reference 33

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums and Ji-Guang Sun

Reference 34

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Seismic sparse-spike deconvolution via Toeplitz-sparse matrix factorization

Reference 35

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Sparse inverse synthetic aperture radar imaging using structured low-rank method

Reference 36

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Optimal structured approximation of Fourier subspaces, Toeplitz matrices, and exponential sums Vandermonde factorization of Hankel matrix for complex exponential signal recovery—Application in fast NMR spectroscopy

Reference 37

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