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  1. Lesniewski and Russell's paradox: Some problems.Rafal Urbaniak - 2008 - History and Philosophy of Logic 29 (2):115-146.
    Sobocinski in his paper on Leśniewski's solution to Russell's paradox (1949b) argued that Leśniewski has succeeded in explaining it away. The general strategy of this alleged explanation is presented. The key element of this attempt is the distinction between the collective (mereological) and the distributive (set-theoretic) understanding of the set. The mereological part of the solution, although correct, is likely to fall short of providing foundations of mathematics. I argue that the remaining part of the solution which suggests a specific (...)
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  • On the Formal Approach to Describing Natural Language. Notes on the Margin of Leśniewski’s Ontology.Halina Święczkowska - 2015 - Studies in Logic, Grammar and Rhetoric 42 (1):67-78.
    This article is an attempt to recreate the intuitions which accompanied Leśniewski when he was creating his calculus of names called Ontology. Although every reconstruction is to some extent an interpretation, and as such may be defective, still, there are reasons justifying such reconstruction. The most important justification is the fact that both Leśniewski and his commentators stressed that ontology originated from reflections about ordinary language, in which sentences such as A is B appear in one of the meanings associated (...)
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  • Denoting concepts, reference, and the logic of names, classes as many, groups, and plurals.Nino B. Cocchiarella - 2005 - Linguistics and Philosophy 28 (2):135 - 179.
    Bertrand Russell introduced several novel ideas in his 1903 Principles of Mathematics that he later gave up and never went back to in his subsequent work. Two of these are the related notions of denoting concepts and classes as many. In this paper we reconstruct each of these notions in the framework of conceptual realism and connect them through a logic of names that encompasses both proper and common names, and among the latter, complex as well as simple common names. (...)
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  • (2 other versions)Note critiche.Massimo Libardi & Roberto Poli - 1993 - Axiomathes 4 (1):105-140.
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  • The difficulty with the well-formedness of ontological statements.Guido Küng - 1983 - Topoi 2 (1):111-119.
    When Russell argued for his ontological convictions, for instance that there are negative facts or that there are universals, he expressed himself in English. But Wittgenstein must have noticed that from the point of view of Russell's ideal language these ontological statements appear to be pseudo-propositions. He believed therefore that what these statements pretend to say, could not really be said but only shown. Carnap discovered a way out of this mutism: what in the material mode of speech of the (...)
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  • A leśniewskian re-examination of Goodman's nominalistic rejection of classes.Judith M. Prakel - 1983 - Topoi 2 (1):87-98.
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  • Un aperçu des caractéristiques et de ľesprit des systèmes logiques de Stanislaw Leniewski.Denis Miéville - 1985 - Dialectica 39 (3):165-179.
    RésuméCet article offre une introduction aux théories déductives si peu connues de S. Leniewski. Sont exposées les raisons qui ont conduit ce savant polonais à davelopper une théorie des classes collectives ainsi que les théories logiques qui la fondent. Les trois systèmes de Leniewski méréologie, protothétique et ontologie – sont présentés sous ľaspect de leurs caractéristiques essentielles. Cette étude s'accompagne de quelques réflexions épistémologiques.
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  • (2 other versions)Note CriticheCritical notes.Massimo Libardi & Roberto Poli - 1993 - Axiomathes 4 (1):105-140.
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  • A note on Leśniewski's axiom system for the mereological notion of ingredient or element.C. Lejewski - 1983 - Topoi 2 (1):63-71.
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