Torsten A Enßlin (Torsten Enßlin)

Publication Activity (10 Years)

Years Active: 2019-2023
Publications (10 Years): 11

Top Topics

Computed Tomography

Health Information

Top Venues

Entropy (Basel, Switzerland)

This page only lists publications with an associated author ORCID identifier.

Publications

Vincent Eberle, Philipp Frank, Julia Stadler, Silvan Streit, Torsten A Enßlin
Butterfly Transforms for Efficient Representation of Spatially Variant Point Spread Functions in Bayesian Imaging. Entropy (Basel, Switzerland) 25 (4) (2023)
Vincent Eberle, Philipp Frank, Julia Stadler, Silvan Streit, Torsten A Enßlin
Butterfly Transforms for Efficient Representation of Spatially Variant Point Spread Functions in Bayesian Imaging. Entropy (Basel, Switzerland) 25 (4) (2023)
Matteo Guardiani, Philipp Frank, Andrija Kostić, Gordian Edenhofer, Jakob Roth, Berit Uhlmann, Torsten A Enßlin
Causal, Bayesian, & non-parametric modeling of the SARS-CoV-2 viral load distribution vs. patient's age. PloS one 17 (10) (2022)
Torsten A Enßlin
Information Field Theory and Artificial Intelligence. Entropy (Basel, Switzerland) 24 (3) (2022)
Viktoria Kainz, Céline Bœhm, Sonja Utz, Torsten A Enßlin
Information and Agreement in the Reputation Game Simulation. Entropy (Basel, Switzerland) 24 (12) (2022)
Viktoria Kainz, Céline Bœhm, Sonja Utz, Torsten A Enßlin
Information and Agreement in the Reputation Game Simulation. Entropy (Basel, Switzerland) 24 (12) (2022)
Philipp Frank, Reimar Leike, Torsten A Enßlin
Geometric Variational Inference. Entropy (Basel, Switzerland) 23 (7) (2021)
Johannes Zacherl, Philipp Frank, Torsten A Enßlin
Probabilistic Autoencoder Using Fisher Information. Entropy (Basel, Switzerland) 23 (12) (2021)
Jakob Knollmüller, Torsten A Enßlin
Bayesian Reasoning with Trained Neural Networks. Entropy (Basel, Switzerland) 23 (6) (2021)
Margret Westerkamp, Igor Ovchinnikov, Philipp Frank, Torsten A Enßlin
Dynamical Field Inference and Supersymmetry. Entropy (Basel, Switzerland) 23 (12) (2021)
Maximilian Kurthen, Torsten A Enßlin
A Bayesian Model for Bivariate Causal Inference. Entropy (Basel, Switzerland) 22 (1) (2019)