Publikationen der Fakultät Mathematik


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2025


Feichtinger, Hans-Georg ; Weisz, Ferenc. / Piecewise linear and step Fourier multipliers for modulation spaces. in: Journal of Functional Analysis. 2025 ; Band 288, Nr. 5. S. 1 - 25.

Boiti, Chiara ; Jornet, David ; Oliaro, Alessandro et al. / Construction of the log-convex minorant of a sequence {M α} α∈N0d. in: Mathematische Nachrichten. 2025 ; Band 298, Nr. 2. S. 456-477.

Kakol, Jerzy ; Kubiś, Wiesław ; Lopez-Pellicer, Manuel et al. / Descriptive Topology in Selected Topics of Functional Analysis : Updated and Expanded. Springer, 2025. 700 S. (Developments in Mathematics, Band 24).

Chen, Jielun ; Jiang, Jiaqing ; Hangleiter, Dominik et al. / Sign Problem in Tensor-Network Contraction. in: PRX Quantum. 2025 ; Band 6.


Michor, Peter ; Harms, Philipp ; Bauer, Martin. / Regularity and completeness of half-Lie groups. in: Journal of the European Mathematical Society. 2025.

Brué, Elia ; Naber, Aaron ; Semola, Daniele. / Fundamental groups and the Milnor conjecture. in: Annals of Mathematics. 2025 ; Band 201, Nr. 1. S. 225-289 .

Aspri, Andrea ; Foschiatti, Sonia. / A logarithmic stability estimate for anisotropic polyhedral inclusions. Inverse Problems on Large Scales: Mathematical Modelling and Computational Methods. Hrsg. / Bochra Mejri ; Ronny Romlau ; Otmar Scherzer. Band 32 De Gruyter, 2025. S. 29-52

Aspri, Andrea ; Scherzer, Otmar. / Analysis of generalized iteratively regularized Landweber iterations driven by data. Data-driven Models in Inverse Problems. Hrsg. / Tatiana A. Bubba. De Gruyter, 2025. S. 273-302

Frischauf, Leon ; Scherzer, Otmar ; Shi, Cong. / Classification with neural networks with quadratic decision functions. Data-driven Models in Inverse Problems. Hrsg. / Tatiana A. Bubba. 2025. S. 471-494

Mejri, Bochra ; Ramlau, Ronny ; Scherzer, Otmar. / Inverse Problems on Large Scales : Mathematical Modelling and Computational Methods. De Gruyter, 2025. (Radon Series on Computational and Applied Mathematics, Band 32).

Kirisits, Clemens ; Raik, Kemal ; Scherzer, Otmar et al. / Using the transport of intensity and the transport of phase equation for phase retrieval}. Inverse Problems on Large Scales.: Mathematical Modelling and Computational Methods. Band 32 2025. S. 53–68 (Radon Series on Computational and Applied Mathematics, Band 32).

2024


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