Jan 6, 2017 · This paper deals with the reconstruction of multivariate periodic functions from a discrete set of M function values along rank-1 lattices.
Oct 28, 2015 · These upper bounds are obtained by a detailed analysis of a rank-1 lattice sampling strategy, where the rank-1 lattices are constructed by a ...
Aug 1, 2016 · We consider the approximate recovery of multivariate periodic functions from a discrete set of function values taken on a rank-s integration ...
We consider the approximate recovery of multivariate periodic functions from a discrete set of function values taken on a rank-1 lattice.
We consider the approximate recovery of multivariate periodic functions from a discrete set of function values taken on a rank-1 lattice.
Tight error bounds for rank-1 lattice sampling in spaces of hybrid mixed ...
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Tight error bounds for rank-1 lattice sampling in spaces of hybrid mixed smoothness. https://doi.org/10.1007/s00211-016-0861-7 · Full text. Journal ...
Tight error bounds for rank-1 lattice sampling in spaces of hybrid mixed smoothness. G Byrenheid, L Kämmerer, T Ullrich, T Volkmer. Numerische Mathematik 136 ...
Tight error bounds for rank-1 lattice sampling in spaces of hybrid mixed smoothness. Numer. Math., 136 (2017), pp. 993-1034. Crossref View in Scopus Google ...
Tight error bounds for rank-1 lattice sampling in spaces of hybrid mixed smoothness. G Byrenheid, L Kämmerer, T Ullrich, T Volkmer. Numerische Mathematik 136 (4) ...
1 Excerpt. Tight error bounds for rank-1 lattice sampling in spaces of hybrid mixed smoothness · G. ByrenheidL. KämmererT. UllrichToni Volkmer. Mathematics.