International Center for Computational Logic

From International Center for Computational Logic


International Center for Computational Logic

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The International Center for Computational Logic (ICCL) is an interdisciplinary center of competence in research and teaching in the field of Computational Logic, with special emphasis on Algebra, Knowledge Representation, Logic, and Formal Methods in Computer Science. It has been founded at TU Dresden in October 2003. The following research groups are associated with ICCL:


Members and Guests

Portrait Knut BerlingPortrait Lukas GerlachPortrait Philipp HanischPortrait Jonas KargePortrait Tim LyonPortrait Larry GonzálezPortrait Sascha KlüppelholzPortrait Luisa HerrmannPortrait Kati DomannPortrait Hannes StraßPortrait Dörthe ArndtPortrait Sandy SeifarthPortrait Stefan BorgwardtPortrait Karina AdlerPortrait Ramona BehlingPortrait Pascal KettmannPortrait Matthias MeißnerPortrait Martin DillerPortrait Maximilian MarxPortrait Simon KnäuerPortrait Markus KrötzschPortrait Satyadharma TirtarasaPortrait Franz BaaderPortrait Piotr Ostropolski-NalewajaPortrait Elisa BöhlPortrait Sergei ObiedkovPortrait Alex IvlievPortrait Stefan EllmauthalerPortrait Anni-Yasmin TurhanPortrait Piotr GorczycaPortrait Sarah Alice GagglPortrait Kerstin AchtruthPortrait Filippo De BortoliPortrait Manuel BodirskyPortrait Rajab AghamovPortrait Stephan MennickePortrait Dominik RusovacPortrait Bartosz BednarczykPortrait Christel BaierPortrait Sebastian Rudolph


Newest Publications

Luisa Herrmann, Vincent Peth, Sebastian Rudolph
Decidable (Ac)counting with Parikh and Muller: Adding Presburger Arithmetic to Monadic Second-Order Logic over Tree-Interpretable Structures
In Aniello Murano, Alexandra Silva, eds., CSL '24: Proceedings of the 32nd EACSL Annual Conference on Computer Science Logic 2024, volume 288 of LIPIcs, 33:1-33:19, 2024. Schloss Dagstuhl - Leibniz-Zentrum für Informatik
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Johannes Klaus Fichte, Sarah Alice Gaggl, Markus Hecher, Dominik Rusovac
IASCAR: Incremental Answer Set Counting by Anytime Refinement
Theory and Practice of Logic Programming, 1-28, February 2024
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Jonas Karge, Juliette-Michelle Burkhardt, Sebastian Rudolph, Dominik Rusovac
To Lead or to be Led: A Generalized Condorcet Jury Theorem under Dependence
AAMAS '24: Proceedings of the 2024 International Conference on Autonomous Agents and Multiagent Systems, to appear
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Jonas Karge
Voting for Bins: Integrating Imprecise Probabilistic Beliefs into the Condorcet Jury Theorem
Proceedings of the The 2nd International Workshop on Knowledge Diversity (KoDis23), 2023
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