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  1. Marko Malink (forthcoming). " Τωι" Vs" Των" in" Prior Analytics" 1.1-22. Classical Quarterly.
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  2. Marko Malink & Jacob Rosen (forthcoming). Proof by Assumption of the Possible in Prior Analytics 1.15. Mind:fzt095.
    In Prior Analytics 1.15 Aristotle undertakes to establish certain modal syllogisms of the form XQM. Although these syllogisms are central to his modal system, the proofs he offers for them are problematic. The precise structure of these proofs is disputed, and it is often thought that they are invalid. We propose an interpretation which resolves the main difficulties with them: the proofs are valid given a small number of intrinsically plausible assumptions, although they are in tension with some claims found (...)
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  3. Marko Malink (2013). Aristotle on Circular Proof. Phronesis 58 (3):215-248.
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  4. Marko Malink (2013). Essence and Being. Oxford Studies in Ancient Philosophy 45:341.
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  5. Marko Malink (2012). Figures of Prosleptic Syllogisms in Prior Analytics 2.7. Classical Quarterly 62 (01):163-178.
  6. Jacob Rosen & Marko Malink (2012). A Method of Modal Proof in Aristotle. In Brad Inwood (ed.), Oxford Studies in Ancient Philosophy. Oxford University Press.
     
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  7. Marko Malink (2009). A Non-Extensional Notion of Conversion in the Organon. Non-Extensional’], Oxford Studies in Ancient Philosophy 37:105 - 142.
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  8. Marko Malink (2008). Tῷ Vs Tῶν in Prior Analytics 1.1–22. Classical Quarterly 58 (02):519-.
  9. Marko Malink (2007). Categories in Topics I. 9. Rhizai. A Journal for Ancient Philosophy and Science 2:271-294.
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  10. Marko Malink (2006). A Reconstruction of Aristotle's Modal Syllogistic. History and Philosophy of Logic 27 (2):95-141.
    Ever since ?ukasiewicz, it has been opinio communis that Aristotle's modal syllogistic is incomprehensible due to its many faults and inconsistencies, and that there is no hope of finding a single consistent formal model for it. The aim of this paper is to disprove these claims by giving such a model. My main points shall be, first, that Aristotle's syllogistic is a pure term logic that does not recognize an extra syntactic category of individual symbols besides syllogistic terms and, second, (...)
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