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  1.  14
    Kalkül und Information – das Verknüpfungsproblem bei Kant, Chomsky und Fodor.Matthias Kuhle & Sabine Kuhle - 2009 - Kant Studien 100 (2):241-261.
    Closed systems are mental artefacts whose structure can neither be explained in terms of innate dispositions nor in terms of the mechanism of natural selection and which stands in contradiction to the conditions of the possibility of information transfer. Kant takes the formal structure of pure mathematics as a guarantor for his reconstruction of a closed system of the subject's structures of knowledge a priori, thereby giving rise to the problem of a normative interface between interior system and exterior information (...)
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    Connecting Information with Scientific Method: Darwin’s Significance for Epistemology.Matthias Kuhle & Sabine Kuhle - 2010 - Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 41 (2):333-357.
    Theories of epistemology make reference—via the perspective of an observer—to the structure of information transfer, which generates reality, of which the observer himself forms a part. It can be shown that any epistemological approach which implies the participation of tautological structural elements in the information transfer necessarily leads to an antinomy. Nevertheless, since the time of Aristotle the paradigm of mathematics—and thus tautological structure—has always been a hidden ingredient in the various concepts of knowledge acquisition or general theories of information (...)
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    Connecting Information with Scientific Method: Darwin’s Significance for Epistemology. [REVIEW]Matthias Kuhle & Sabine Kuhle - 2010 - Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 41 (2):333 - 357.
    Theories of epistemology make reference—via the perspective of an observer—to the structure of information transfer, which generates reality, of which the observer himself forms a part. It can be shown that any epistemological approach which implies the participation of tautological structural elements in the information transfer necessarily leads to an antinomy. Nevertheless, since the time of Aristotle the paradigm of mathematics—and thus tautological structure—has always been a hidden ingredient in the various concepts of knowledge acquisition or general theories of information (...)
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