281 citations
- TU WienAT25 papers
- University of ViennaAT18 papers
- Innsbruck Medical UniversityAT8 papers
- Vorarlberg University of Applied SciencesAT8 papers
- Austrian Academy of SciencesAT5 papers
- Max Planck Institute for Solar System ResearchDE5 papers
- Wolfgang Pauli InstituteAT5 papers
- Centre National de la Recherche ScientifiqueFR4 papers
- Universität InnsbruckAT4 papers
- Hochschule Campus WienAT3 papers
- Institute of Nuclear Physics, Polish Academy of SciencesPL3 papers
- Johannes Gutenberg University MainzDE3 papers
68 papers
I see artifacts: ICA-based EEG artifact removal does not improve deep network decoding across three BCI tasks
Taeho Kang, Yiyu Chen, Christian Wallraven
In this paper, we conduct a detailed investigation on the effect of independent component (IC)-based noise rejection methods in neural network classifier-based decoding of electroe…
Third order correlations and skewness in convection. I. A new approach suitable for three-equation non-local models
F. Kupka
Non-local models of stellar convection can account for mixing effects in regions adjacent to convectively unstable layers and for changes to the mean temperature structure caused b…
Towards ultra-scaled nanoelectronics using the zipper material system
Mohammad Rasool Davoudi, Mina Bahrami, Axel Verdianu +20
Two-dimensional (2D) materials could overcome the scaling bottleneck of nanoelectronics by enabling atomically thin channels, superior electrostatic control, and reduced short-chan…
Bloch Motions and Spinning Tops
Albert Huber, Paul Schreivogl
This work investigates the dynamics of closed quantum systems in the Bloch vector representation using methods from rigid body dynamics and the theory of integrable systems. To thi…
On the conjugate weight function and ultradifferentiable classes of entire functions
Gerhard Schindl
We introduce the new notion of a conjugate weight function and provide a detailed study of this operation and its properties. Then we apply this knowledge to study classes of ultra…
Asymptotics for the Enumeration of Commuting Matrices over Finite Fields
Kathrin Bringmann, Shane Chern, Johann Franke +1
We give asymptotic expressions for the number of commuting matrices over finite fields. For this, we use product expansions for the corresponding generating functions.