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  1. A New Postulate of Set Theory-The Leibniz-Mycielski Axiom.Piotr Wilczek - 2010 - Filozofia Nauki 18 (3):79.
  2. Logika racjonalności w stronę modalnego platonizmu matematycznego.Piotr Wilczek - 2011 - Zagadnienia Filozoficzne W Nauce 49.
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  3. Nowy postulat teorii mnogości – aksjomat Leibniza-Mycielskiego.Piotr Wilczek - 2010 - Filozofia Nauki 18 (3).
    In this article we will present the Leibniz-Mycielski axiom (LM) of set theory (ZF) introduced several years ago by Jan Mycielski as an additional axiom of set theory. This new postulate formalizes the so-called Leibniz Law (LL) which states that there are no two distinct indiscernible objects. From the Ehrenfeucht-Mostowski theorem it follows that every theory which has an infinite model has a model with indiscernibles. The new LM axiom states that there are infinite models without indis-cernibles. These models are (...)
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