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    Der cartesische DuaUsmus besteht nicht in der Behauptung, daß die Person und ihr Körper voneinander verschieden sind, sondern in der stärkeren Behauptung, daß sie beide ohne den anderen existieren können. Können ist dabei in einem außerordentlich schwachen Sinn zu nehmen, nämlich im Sinne der analytischen Möglichkeit. Descartes' Argument für diese Behauptung in der 6. Meditation ist im Rahmen der modal-epistemischen Logik als logisch korrektes Argument präzisierbar; daneben auch sein mit dem ers…Read more
  •  1
    Naturale Psyche: Husserl über die Seele als Naturobjekt
    In Verena Mayer, Christopher Erhard & Marisa Scherini (eds.), Die Aktualität Husserls, Karl Alber. 2011.
  • Critical comments on the article by Roh, Peter
    Kant Studien 76 (4): 451-453. 1985.
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    Laws of Nature—A Skeptical View
    In Jan Faye, Paul Needham, Uwe Scheffler & Max Urchs (eds.), Nature's Principles, Springer. pp. 229--238. 2005.
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    This book is intended as a comprehensive defense of psycho-physical dualism. It gives answers to the question of what dualism may consist in, and inquires into the broadly cultural motivation behind accepting dualism or its opponent physicalism. Arguments for dualism, among them strengthened versions of the famous classical arguments, are presented and defended against objections. Moreover, the various general objections to dualism are criticized in detail, for example, the allegation that duali…Read more
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    An Ontology of Intensional Entities
    In Werner Stelzner (ed.), Philosophie und Logik: Frege-Kolloquien 1989 und 1991, De Gruyter. pp. 226-228. 1993.
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    The Case for Agent-Causation
    In Miroslaw Szatkowski & Marek Rosiak (eds.), Substantiality and Causality, De Gruyter. pp. 113-128. 2014.
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    The semantical framework is fundamentally intensional: neither possible worlds nor sets as basic entities, but rather, besides individuals, propositions, properties and relations (in intension). Logical truth is defined in terms of logical form (without mentioning this notion) without employing sets of models and the concept of truth in a model. Truth itself is explicitly defined (without recursion); the truth-conditions for the logical constants of the object-language become theorems derivable …Read more