Pages that link to "Item:Q3103549"
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The following pages link to Nonlinear Approximation by Sums of Exponentials and Translates (Q3103549):
Displaying 19 items.
- Stability and super-resolution of generalized spike recovery (Q723008) (← links)
- What's the frequency, Kenneth?: sublinear Fourier sampling off the grid (Q747618) (← links)
- An extrapolation theorem for nonlinear approximation and its applications (Q863340) (← links)
- Reconstruction of polygonal shapes from sparse Fourier samples (Q896804) (← links)
- Recovering finite parametric distributions and functions using the spherical mean transform (Q1785699) (← links)
- On algebraic properties of low rank approximations of Prony systems (Q2007942) (← links)
- Exact reconstruction of sparse non-harmonic signals from their Fourier coefficients (Q2059803) (← links)
- \textsc{mxpfit}: a library for finding optimal multi-exponential approximations (Q2102498) (← links)
- Learning algebraic decompositions using Prony structures (Q2182612) (← links)
- The generalized operator based Prony method (Q2216648) (← links)
- A randomized multivariate matrix pencil method for superresolution microscopy (Q2323018) (← links)
- How many Fourier samples are needed for real function reconstruction? (Q2511349) (← links)
- Local and Global Geometry of Prony Systems and Fourier Reconstruction of Piecewise-Smooth Functions (Q2950060) (← links)
- (Q4250281) (← links)
- Accuracy of reconstruction of spike-trains with two near-colliding nodes (Q4686870) (← links)
- Prony methods for recovery of structured functions (Q4982277) (← links)
- Exact reconstruction of extended exponential sums using rational approximation of their Fourier coefficients (Q5075579) (← links)
- Conditioning of Partial Nonuniform Fourier Matrices with Clustered Nodes (Q5217102) (← links)
- Reconstruction of stationary and non-stationary signals by the generalized Prony method (Q5382491) (← links)
