Timo Bertram

Publication Activity (10 Years)

Years Active: 2021-2024
Publications (10 Years): 12

Top Topics

Top Venues

NeurIPS (Competition and Demos)

Publications

Timo Bertram, Johannes Fürnkranz, Martin Müller
Neural Network-based Information Set Weighting for Playing Reconnaissance Blind Chess. CoRR (2024)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Contrastive Learning of Preferences with a Contextual InfoNCE Loss. CoRR (2024)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Learning With Generalised Card Representations for "Magic: The Gathering". CoRR (2024)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Efficiently Training Neural Networks for Imperfect Information Games by Sampling Information Sets. CoRR (2024)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Weighting Information Sets with Siamese Neural Networks in Reconnaissance Blind Chess. CoG (2023)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Supervised and Reinforcement Learning from Observations in Reconnaissance Blind Chess. CoG (2022)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Quantity vs Quality: Investigating the Trade-Off between Sample Size and Label Reliability. CoRR (2022)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Supervised and Reinforcement Learning from Observations in Reconnaissance Blind Chess. CoRR (2022)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Predicting Human Card Selection in Magic: The Gathering with Contextual Preference Ranking. CoRR (2021)
Timo Bertram, Johannes Fürnkranz, Martin Müller
Predicting Human Card Selection in Magic: The Gathering with Contextual Preference Ranking. CoG (2021)
Ryan W. Gardner, Gino Perrotta, Anvay Shah, Shivaram Kalyanakrishnan, Kevin A. Wang, Gregory Clark, Timo Bertram, Johannes Fürnkranz, Martin Müller, Brady P. Garrison, Prithviraj Dasgupta, Saeid Rezaei
The Machine Reconnaissance Blind Chess Tournament of NeurIPS 2022. NeurIPS (Competition and Demos) (2021)
Timo Bertram, Johannes Fürnkranz, Martin Müller
A Comparison of Contextual and Non-Contextual Preference Ranking for Set Addition Problems. CoRR (2021)