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Degrees of InconsistencyOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 19 (1): 95-115. 2012.
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Mathematics and RealityOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 18 (3): 302-330. 2011.
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Rozvinutie poznámky, ktorá nebola celkom zbytočnáOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 7 (1): 71-77. 2000.
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O Správnosti, Korektnosti A Pluralite TeóriíOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 8 (2): 190-196. 2001.
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Epistemological aspects of modern paintingFilozofia 55 (8): 601-619. 2000.The aim of the paper is to analyse the geometrical aspects of a series of modern paintings and to show the parallel between them and the development of modern geometry. It starts with El Greco, offering a geometrical explanation of his painting the figures in a prolonged manner. Further the analogy between the impressionist way of creating space and the geometrical idea of Cayley to use projective space as a basis for non-Euclidean geometry is reconstructed. Next the paper describes the parallel…Read more
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Newtonovská fyzika vo svetle Husserlovej fenomenológieFilosoficky Casopis 52 411-440. 2004.[Newton's physics in the light of Husserl's phenomenology]
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Descartovská fyzika vo svetle Husserlovej fenomenológieFilosoficky Casopis 49 213-240. 2001.[Cartesian physics in the light of Husserl’s phenomenology]
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The epistemological foundations of geometry in 19 th centuryPhilosophia Scientiae 3 (2): 183-202. 1998.
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P. Mancosu : From Bouwer To HilbertOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 5 (4): 422-425. 1998.
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Kvasz, L.: Penelope Maddy between Realism and NaturalismFilozofia 65 (6): 522-537. 2010.Mathematics is often interpreted as an apriori discipline whose propositions are analytic. The aim of the paper is to support a philosophical position which would view mathematics as a discipline studying its own segment of objective reality and thus contributing to our knowledge of the real world. The author tries to articulate in more details such a position which has been proposed recently by Penelope Maddy
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Similarities and differences between the development of geometry and of algebraIn Carlo Cellucci & Donald Gillies (eds.), Mathematical Reasoning and Heuristics, College Publications. pp. 25--47. 2005.
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Donald Gillies: Frege, Dedekind and Peano on the Foundations of ArithmeticsOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 1 (1): 169-171. 1994.
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Galileovská fyzika vo svetle Husserlovej fenomenológieFilosoficky Casopis 48 373-399. 2000.[Galileo's Physics in the Light of the Husserl's Phenomenology]
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Symbolic Algebra as a Semiotic SystemIn Bharath Sriraman (ed.), Handbook of the History and Philosophy of Mathematical Practice, Springer. pp. 3101-3133. 2021.The invention of symbolic algebra in the sixteenth and seventeenth centuries fundamentally changed the way we do mathematics. If we want to understand this change and appreciate its importance, we must analyze it on two levels. One concerns the compositional function of algebraic symbols as tools for representing complexity; the other concerns the referential function of algebraic symbols, which enables their use as tools for describing objects (such as polynomials), properties (such as irreduci…Read more
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Epistemological aspects of history of classical mechanicsFilozofia 56 (10): 679-702. 2001.The aim of the paper is to examine the changes, which occurred in the epistemological structure of classical mechanics during its development from Newton to Poincaré. The analysis is based on the reconstruction of the language form. Attention is paid to such aspects of the language of classical mechanics as the notion of pace or the description of action . Even though these notions do not have direct denotation, they, nevertheless, constitute the general framework, on which the relation between …Read more
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Vývin pojmov - ohliadnutie po niekoľkých rokochOrganon F: Medzinárodný Časopis Pre Analytickú Filozofiu 9 (2): 205-211. 2002.