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  1.  9
    Milos Arsenijevic, Truth and the Open Future: The Solution to Aristotle's Sea Battle Challenge with the Principle of Bivalence Retained.
    The talk deals with Aristotle’s famous sea-battle problem concerning the truth values of sentences about contingent future events: If an utterance of the sentence “There will be a sea battle tomorrow” is true, then it seems that it is determined that there will be a sea battle tomorrow. For otherwise, how could the utterance be true? If, however, an utterance of the sentence “There will be a sea battle tomorrow” is false, then it seems that it is determined that there (...)
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  2.  20
    Miloš Adžić & Miloš Arsenijević (2014). Gunkology and Pointilism: Two Mutually Supervening Models of the Region–Based and the Point-Based Theory of the Infinite Twodimensional Continuum. In Giovanni Macchia, Francesco Orilia & Vincenzo Fano (eds.), Space and Time: A Priori and a Posteriori Studies. De Gruyter 137-170.
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  3. Miloš Arsenijević (2002). Determinism, Indeterminism and the Flow of Time. Erkenntnis 56 (2):123 - 150.
    A set of axioms implicitly defining the standard, though not instant-based but interval-based, time topology is used as a basis to build a temporal modal logic of events. The whole apparatus contains neither past, present, and future operators nor indexicals, but only B-series relations and modal operators interpreted in the standard way. Determinism and indeterminism are then introduced into the logic of events via corresponding axioms. It is shown that, if determinism and indeterminism are understood in accordance with their core (...)
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  4.  36
    Miloš Arsenijević (1989). How Many Physically Distinguished Parts Can a Limited Body Contain? Analysis 49 (1):36 - 42.
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  5.  41
    Miloš Arsenijević & Miodrag Kapetanović (2008). The 'Great Struggle' Between Cantorians and Neo-Aristotelians: Much Ado About Nothing. Grazer Philosophische Studien 76 (1):79-90.
    Starting from the generalized concept of syntactically and semantically trivial differences between two formal theories introduced by Arsenijević, we show that two systems of the linear continuum, the Cantorian point-based system and the Aristotelian interval-based system that satisfies Cantor's coherence condition, are only trivially different. So, the 'great struggle' (to use Cantor's phrase) between the two contending parties turns out to be 'much ado about nothing'.
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  6.  6
    Miloš Arsenijević (2012). The Philosophical Impact of the Löwenheim-Skolem Theorem. In Majda Trobok Nenad Miščević & Berislav Žarnić (eds.), Between Logic and Reality. Springer 59--81.
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  7.  7
    Miloš Arsenijević, Sandra Šćepanović & Gerald J. Massey (2008). A New Reconstruction of Zeno's Flying Arrow. Apeiron 41 (1):1-44.
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  8. Milos Arsenijevic (1992). Eine aristotelische Logik der Intervalle, die Cantorsche Logik der Punkte und die physikalischen und kinematischen Prädikate. Philosophia Naturalis 29 (2):161-209.
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  9. Miloš Arsenijević (1992). Eine aristotelische Logik der Intervalle, die Cantorsche Logik der Punkte und d.. Philosophia Naturalis 29:161-209.
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  10. Miloš Arsenijević (2003). Generalized Concepts of Syntactically and Semantically Trivial Differences and Instant-Based and Period-Based Time Ontologies. Journal of Applied Logic 1 (1-2):1-12.
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