On a three-valued logical calculus and its application to the analysis of the paradoxes of the classical extended functional calculus

History and Philosophy of Logic 2 (1-2):87-112 (1981)
Abstract
A three-valued propositional logic is presented, within which the three values are read as ?true?, ?false? and ?nonsense?. A three-valued extended functional calculus, unrestricted by the theory of types, is then developed. Within the latter system, Bochvar analyzes the Russell paradox and the Grelling-Weyl paradox, formally demonstrating the meaninglessness of both
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DOI 10.1080/01445348108837023
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A Computational Interpretation of Conceptivism.Thomas Macaulay Ferguson - 2014 - Journal of Applied Non-Classical Logics 24 (4):333-367.
One Hundred Years of Semantic Paradox.Leon Horsten - forthcoming - Journal of Philosophical Logic:1-15.
Reference, Paradoxes and Truth.Michał Walicki - 2009 - Synthese 171 (1):195 - 226.
The Heritage of S. A. Janovskaja.Irving H. Anellis - 1987 - History and Philosophy of Logic 8 (1):45-56.

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