Best N Term Approximation Spaces for Tensor Product Wavelet Bases

47 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Adaptive low rank wavelet methods and applications to two-electron Schrödinger equations (2012, background): “We refer to [116, 131] for further details on the construction of such tensor product spaces.”
Concepts of Data-Sparse Tensor-Product Approximation in Many-Particle Modelling (2008, background): “[71]) have considered point singularities, and demonstrated that an adaptive sparse grid approximation works well.”
Hyperbolic Cross Approximation (2016, background): “4) This has been already observed in [303], see also [248].”
On tensor products of quasi-Banach spaces (2010, methodology): “The proof is based on an argument by Nitsche [16].”