Uniform and Modular Sequent Systems for Description Logics. - Tim S. Lyon; Jonas Karge (Description Logics, 2022)

The More the Worst-Case-Merrier: A Generalized Condorcet Jury Theorem for Belief Fusion. - Jonas Karge; Sebastian Rudolph (KR, 2022)

Voting for Bins: Integrating Imprecise Probabilistic Beliefs into the Condorcet Jury Theorem. - Jonas Karge (KoDis+CAKR@KR, 2023)

To Lead or to be Led: A Generalized Condorcet Jury Theorem under Dependence. - Jonas Karge; Juliette-Michelle Burkhardt; Sebastian Rudolph; Dominik Rusovac (AAMAS, 2024)

Constructive Interpolation and Concept-Based Beth Definability for Description Logics via Sequents. - Tim S. Lyon; Jonas Karge (IJCAI, 2024)

Multi-agent Opinion Pooling by Voting for Bins: Simulations and Characterization. - Lea Bauer; Jonas Karge (PAAMS, 2024)

Taming Dilation in Imprecise Pooling. - Jonas Karge (PRIMA, 2024)

To Lead or to be Led: A Generalized Condorcet Jury Theorem under Dependence (Experiments). - Jonas Karge; Juliette-Michelle Burkhardt; Sebastian Rudolph; Dominik Rusovac (Zenodo, 2024)