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  1. Albert J. J. Anglberger & Jonathan Lukic (forthcoming). Hilbert-Style Axiom Systems for the Matrix-Based Logics RMQ − and RMQ. Studia Logica:1-19.
    This paper deals with the axiomatizability problem for the matrix-based logics RMQ − and RMQ *. We present a Hilbert-style axiom system for RMQ −, and a quasi-axiomatization based on it for RMQ *. We further compare these logics to different well-known modal logics, and assess its status as relevance logics.
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  2. Albert J. J. Anglberger, Christian J. Feldbacher, Alexander Gebharter & Stefan H. Gugerell (2012). Conference Report: Salzburg Conference for Young Analytic Philosophy 2011. Kriterion -- Journal of Philosophy 26 (1):104--109.
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  3. Albert J. J. Anglberger & Paul Weingartner (eds.) (2010). Neuer Atheismus Wissenschaftlich Betrachtet. Ontos.
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  4. Albert J. J. Anglberger (2008). Dynamic Deontic Logic and its Paradoxes. Studia Logica 89 (3):427 - 435.
    In Meyer’s promising account [7] deontic logic is reduced to a dynamic logic. Meyer claims that with his account “we get rid of most (if not all) of the nasty paradoxes that have plagued traditional deontic logic.” But as was shown by van der Meyden in [4], Meyer’s logic also contains a paradoxical formula. In this paper we will show that another paradox can be proven, one which also effects Meyer’s “solution” to contrary to duty obligations and his logic in (...)
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