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20072026
most citedHermite subdivision schemes, exponential polynomial generation, and annihilators

4 citations · 15 across the 18 of their papers we have counts for

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Showing 2018Show all

6 papers · 1 filter

math.NA2018

SVD update methods for large matrices and applications

Juan Manuel Peña, Tomas Sauer

We consider the problem of updating the SVD when augmenting a "tall thin" matrix, i.e., a rectangular matrix $A \in \RR^{m \times n}$ with . Supposing that an SVD of i…

math.NA2018

Hankel and Toeplitz operators of finite rank and Prony's problem in several variables

Tomas Sauer

Prony's problem in several variables has attracted some attention recently and provides an interesting combination of polynomial ideal theory with analytic and numeric computations…

math.NA2018

Filters for anisotropic wavelet decompositions

Mariantonia Cotronei, Milvia Rossini, Tomas Sauer +1

Like the continous shearlet transform and their relatives, discrete transformations based on the interplay between several filterbanks with anisotropic dilations provide a high pot…

math.AC2018

Numerical computation of H-bases

Masoumeh Javanbakht, Tomas Sauer

This paper gives a numerically stable method to compute H-basis which is based on the computing a minimal basis for the module of syzygies using singular value decomposition. We il…

math.NA2018

Generalized Taylor operators and Hermite subdivision schemes

Jean-Louis Merrien, Tomas Sauer

Hermite subdivision schemes act on vector valued data that is not only considered as functions values in , but as consecutive derivatives, which leads to a mild form…

math.NA2018★ 1 cited

Level-dependent interpolatory Hermite subdivision schemes and wavelets

Mariantonia Cotronei, Caroline Moosmüller, Tomas Sauer +1

We study many properties of level-dependent Hermite subdivision, focusing on schemes preserving polynomial and exponential data. We specifically consider interpolatory schemes, whi…