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Author

Gitta Kutyniok

7 papers indexed here

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When is a System Discoverable from Data? Discovery Requires Chaos

The deep learning revolution has enabled major AI advances in physical sciences, particularly in discovering dynamical systems from observational data. Yet the reliability of learned surrogates and symbolically discovered models is often undermined by non-uniqueness: models may fit observed trajectories perfectly, but...

Zakhar Shumaylov, P. Zaika, Philipp Scholl et al. · 11 citations · ⚡1
#machine learning Preprint Oct 2026

SCORE: Spectral Correlation Estimation for Multivariate Gaussians

Neural network-based predictive modeling with high-dimensional structured Gaussian targets requires an efficient and numerically stable, yet expressive approximation of the covariance matrix. We propose SCORE: a scalable framework, combining scoring rule training with an expressive covariance approximation learned in s...

Christopher Bulte, Emil Partow, Astha Gupta et al. · 0 citations
#machine learning Preprint Sep 2026

Scale Sensitivity in Low-Bit Post-Training Quantization: Curvature of the Quantization Error Landscape

Post-training quantization (PTQ) methods in the GPTQ family minimize a layer-wise reconstruction error on a uniform grid whose scale must be chosen; the common max-based choice degrades sharply at low bit-widths. We study how sensitive this objective is to the scale. For a layer with i.i.d. Gaussian weights and calibra...

Jonas von Berg, Massimiliano Datres, Carlo Kneissl et al. · 0 citations
#machine learning Preprint Sep 2026

Polyhedral Geometry of Time-to-First-Spike Neural Networks

This work formalizes causal regions as polyhedral regions with fixed causal sets and derive upper and lower bounds on the maximal number of causal regions in both shallow and multilayer feedforward spiking networks.

Manjot Singh, Guido Montúfar, Gitta Kutyniok · 0 citations
#machine learning Preprint Aug 2026

Functional Degeneracy in Neural Networks: Measurement and Pruning

This work quantifies functional degeneracy through the behavioral recovery rank, defined as the number of leading behavioral-Hessian eigendirections required to recover a trained model's performance, and finds that structural and magnitude pruning retain more degrees of freedom, even after the task is saturated.

M. Matveev, P. Esser, Ayush Bharadwaj et al. · 0 citations
#machine learning Preprint Aug 2026

Towards an Expressivity-Normalized Energy-Demand Comparison of ANNs and SNNs

An analytical framework is developed to compare fully-connected ReLU ANNs and integrate-and-fire SNNs for time-series data with respect to their theoretical energy efficiency at matched expressive capacity, and derives an expressivity-normalized efficiency ratio and explicit thresholds in network width, spike sparsity,...

Miriam Kranzlmüller, P. Esser, Gitta Kutyniok · 0 citations

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