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  1.  25
    Age of Second Language Acquisition in Multilinguals has an Impact on Gray Matter Volume in Language-Associated Brain Areas.Anelis Kaiser, Leila S. Eppenberger, Renata Smieskova, Stefan Borgwardt, Esther Kuenzli, Ernst-Wilhelm Radue, Cordula Nitsch & Kerstin Bendfeldt - 2015 - Frontiers in Psychology 6.
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  2.  4
    Taking Off the Blinders: The Critical Phase of Suicidality Doesn’T End With Discharge From Inpatient Treatment.Andres R. Schneeberger, Undine E. Lang, Stefan Borgwardt & Christian G. Huber - 2019 - American Journal of Bioethics 19 (10):93-94.
    Volume 19, Issue 10, October 2019, Page 93-94.
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    Deciding Unifiability and Computing Local Unifiers in the Description Logic $Mathcal{E!L}$ Without Top Constructor.Franz Baader, Nguyen Thanh Binh, Stefan Borgwardt & Barbara Morawska - 2016 - Notre Dame Journal of Formal Logic 57 (4):443-476.
    Unification in description logics has been proposed as a novel inference service that can, for example, be used to detect redundancies in ontologies. The inexpressive description logic EL is of particular interest in this context since, on the one hand, several large biomedical ontologies are defined using EL. On the other hand, unification in EL has been shown to be NP-complete and, thus, of considerably lower complexity than unification in other description logics of similarly restricted expressive power. However, EL allows (...)
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    Computing Minimal EL-Unifiers is Hard.Franz Baader, Stefan Borgwardt & Barbara Morawska - 2012 - In Thomas Bolander, Torben Braüner, Silvio Ghilardi & Lawrence Moss (eds.), Advances in Modal Logic, Volume 9. CSLI Publications. pp. 18-35.
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  5.  7
    On the Decidability Status of Fuzzy A ℒ C with General Concept Inclusions.Franz Baader, Stefan Borgwardt & Rafael Peñaloza - 2015 - Journal of Philosophical Logic 44 (2):117-146.
    The combination of Fuzzy Logics and Description Logics has been investigated for at least two decades because such fuzzy DLs can be used to formalize imprecise concepts. In particular, tableau algorithms for crisp Description Logics have been extended to reason also with their fuzzy counterparts. It has turned out, however, that in the presence of general concept inclusion axioms this extension is less straightforward than thought. In fact, a number of tableau algorithms claimed to deal correctly with fuzzy DLs with (...)
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