Multi-label Learning with a Cone-Based Geometric Model. - Mena Leemhuis; Özgür L. Özçep; Diedrich Wolter (ICCS, 2020)

Cone Semantics for Logics with Negation. - Özgür Lütfü Özçep; Mena Leemhuis; Diedrich Wolter (IJCAI, 2020)

Cones, Negation, and All That. - Özgür Lütfü Özçep; Mena Leemhuis; Diedrich Wolter (KI, 2020)

Orthologics for Cones. - Mena Leemhuis; Özgür L. Özçep; Diedrich Wolter (CoRR, 2020)

A Goodman-style Betweenness Relation on Orthoframes. - Mena Leemhuis; Özgür Lütfü Özçep (FCR@KI, 2022)

Knowledge Graph Embeddings with Ontologies: Reification for Representing Arbitrary Relations. - Mena Leemhuis; Özgür L. Özçep; Diedrich Wolter (KI, 2022)

Learning with cone-based geometric models and orthologics. - Mena Leemhuis; Özgür L. Özçep; Diedrich Wolter (Ann. Math. Artif. Intell., 2022)

Query Transformation for Processing Streams in Decision-making Agents. - Simon Schiff; Mena Leemhuis; Özgür L. Özçep; Ralf Möller 001 (FLAIRS, 2023)

Bridging the Gap: Intelligent Environments with Smart Materials. - Hedda R. Schmidtke; Mena Leemhuis; Jana Mertens; Robert Courant; Jürgen Maas; Özgür L. Özçep (IE, 2023)

Analogical Proportions and Betweenness. - Mena Leemhuis; Özgür Lütfü Özçep (FCR@KI, 2023)

Embedding Ontologies in the Description Logic ALC by Axis-Aligned Cones. - Özgür Lütfü Özçep; Mena Leemhuis; Diedrich Wolter (J. Artif. Intell. Res., 2023)

Conceptual orthospaces - Convexity meets negation. - Mena Leemhuis; Özgür L. Özçep (Int. J. Approx. Reason., 2023)

Decomposing Analogy: A Logic Characterization. - Mena Leemhuis; Diedrich Wolter; Özgür L. Özçep (FoIKS, 2024)

The Boat, the House and the In-Between: Conceptual Blending as Betweenness Relation. - Mena Leemhuis; Oliver Kutz (ISD, 2024)

Embedding Temporal Description Logic Ontologies by Cone-based Geometric Models. - Mena Leemhuis (FCR@KI, 2024)

Rules of Partial Orthomodularity. - Mena Leemhuis; Diedrich Wolter; Özgür L. Özçep (WoLLIC, 2024)