Erscheinungsdatum | Titel | Autor(en) |
2012 | Interpolation lattices for hyperbolic cross trigonometric polynomials | Kaemmerer, Lutz; Kunis, Stefan ; Potts, Daniel |
2019 | Learning algebraic decompositions using Prony structures | Kunis, Stefan ; Römer, Tim ; von der Ohe, Ulrich |
2020 | Learning algebraic decompositions using Prony structures | Kunis, Stefan ; Römer, Tim ; von der Ohe, Ulrich |
2020 | Learning algebraic decompositions using Prony structures | Kunis, Stefan ; Roemer, Tim ; von der Ohe, Ulrich |
2021 | Multivariate Vandermonde matrices with separated nodes on the unit circle are stable. | Kunis, Stefan ; Nagel, Dominik; Strotmann, Anna |
2019 | On bringing bioimaging data into the open (World) | Moore, J.; Kobayashi, N.; Kunis, S. ; Onami, S.; Swedlow, J.R.; the OME Consortium |
2021 | On the condition number of Vandermonde matrices with pairs of nearly-colliding nodes | Kunis, Stefan ; Nagel, Dominik |
2021 | On the condition number of Vandermonde matrices with pairs of nearly-colliding nodes (Jul, 10.1007/s11075-020-00974-x, 2020) | Kunis, Stefan ; Nagel, Dominik |
2018 | On the condition number of Vandermonde matrices with pairs of nearly-colliding nodes. | Kunis, Stefan ; Nagel, Dominik |
2019 | On the smallest singular value of multivariate Vandermonde matrices with clustered nodes | Kunis, Stefan ; Nagel, Dominik |
2020 | On the smallest singular value of multivariate Vandermonde matrices with clustered nodes | Kunis, Stefan ; Nagel, Dominik |
2019 | Prony's method on the sphere | Kunis, S. ; Möller, H.M.; von der Ohe, U. |
2018 | Prony's Method Under an Almost Sharp Multivariate Ingham Inequality | Kunis, Stefan ; Moeller, H. Michael; Peter, Thomas; von der Ohe, Ulrich |
2017 | Prony's method under an almost sharp multivariate Ingham inequality | Kunis, Stefan ; Möller, H. Michael; Peter, Thomas; von der Ohe, Ulrich |
2018 | Random Approximation of Convex Bodies: Monotonicity of the Volumes of Random Tetrahedra | Kunis, Stefan ; Reichenwallner, Benjamin; Reitzner, Matthias |
2023 | Short Communication: Weak Sparse Superresolution is Well-Conditioned | Hockmann, Mathias; Kunis, Stefan |
2023 | Sparse signals on hypergraphs | Emmrich, Tarek; Juhnke-Kubitzke, Martina ; Kunis, Stefan |
2023 | Sparse super resolution and its trigonometric approximation in the <i>p</i> ‐Wasserstein distance | Catala, Paul; Hockmann, Mathias; Kunis, Stefan |
2021 | Sparse super resolution is Lipschitz continuous. | Hockmann, Mathias; Kunis, Stefan |
2012 | The nonequispaced FFT on graphics processing units | Kunis, Susanne ; Kunis, Stefan |