activity
20152026
most citedPhase Retrieval from Gabor Measurements

49 citations · 179 across the 33 of their papers we have counts for

collaborators

38 papers

cs.CR2026

Bilinear Compressive Security with Finitely Many Samples

Axel Flinth, Semira Einsele, Matilda Kylberg +2

Bilinear Compressive Security (BCS) is a lightweight encryption scheme that combines compressed sensing with a fresh random convolution filter to improve resistance against key-rec…

cs.LG2026

Boosting Data Augmentation with Stochastic Weight Averaging

Longde Huang, Axel Flinth, Jan E. Gerken

The symmetries of a learning task have become an important factor in designing modern deep learning solutions. Data augmentation is a straightforward and effective way of incorpora…

math.NA2026

A sufficient condition for the existence of solutions of singular linear-quadratic vector equations

Rishikesh Yadav, Axel Flinth

We study the existence of solutions for systems of linear-quadratic vector equations with singular linear parts. We derive a sufficient condition for small right hand sides.

cs.LG2026

Equivariance and Augmentation for Bayesian Neural Networks

Miaowen Dong, Axel Flinth, Jan E. Gerken

Symmetries are important for many deep learning tasks, ranging from applications in the sciences to medical imaging. However, there is an ongoing debate about whether to impose sym…

cs.LG2026

Conservation Laws from Data Symmetry in Neural Networks

Jakob Galley, Vahid Shahverdi, Axel Flinth

We explore whether intrinsic symmetries of the training data lead to conserved quantities during gradient-flow training of neural networks. Under the assumption that the loss funct…

math.AG2026

On the identifiability and semi-algebraicity of ReLU neuromanifolds

Axel Flinth, Stefano Mereta, Michele Pernice

We study several aspects of the semi-algebraicity of the neuromanifold of a feedforward ReLU neural network. We prove that in…