Le paradoxe - Montréal - Archipel UQAM
We identify a class of paradoxes that are neither set-theoretical or semantical, but that seem to depend on intensionality. In particular, these paradoxes ... 
self-reference in finite and infinite paradoxes - Faculty of ScienceTHE PARADOXES OF LOGIC. IN his article entitled Les paradoxes de la logique, in vol. ... paradox of relations is therefore nothing more than Russell's paradox in ... Paradoxes of Intensionality - University of MichiganTHE LOGICAL PARADOXES. IN vol. xlv., N.S., No. 178, Of MIND, M. Ch. Perelman has published a discussion-article, Les paradoxes de la logique. The following. A Historical Study of Vector Analysis - Deep Blue RepositoriesBurali-Forti's paradox can be simplified in such a way that Cantor's result is irrelevant. Girard (1972) considered the universe UO of all orderings without. DIFFERENTIAL GEOMETRY - Neo-classical physicsThe year 1897 saw the publication2 of the first of the modern logical paradoxes. It was published by Cesare Burali-Forti, the Italian mathemati-. What Russell should have said to Burali-Forti - PureIn the system presented by Quine in his book Mathematical logic,1 one can derive the Burali-Forti Paradox. It is the purpose of this paper to present the. Neo-Fregeanism and the Burali-Forti ParadoxIn studying the early history of mathematical logic and set theory one typically reads that Georg Cantor discovered the so-called Burali-Forti (BF) paradox ... 1. How NFU evades the paradoxes and what if anything this ...Abstract: The paradox that appears under Burali-Forti's name in many textbooks of set theory is a clever piece of reasoning leading to an unproblematic ... Burali-Forti ParadoxBackground. Often the Burali-Forti paradox is referred to as the paradox of 'the largest ordinal', which goes as follows: Let be the class of all (von ... PARADOXES IN SET THEORYBurali-Forti scheme, and show how the assertion that there is a greatest ordinal can be viewed as an instance of this scheme. In the third ... A Simplification of Girard's ParadoxOften the Burali-Forti paradox is referred to as the paradox of 'the largest ordinal', which goes as follows: Let Q be the class of all (von Neumann, say). University of Birmingham What Russell should have said to Burali-FortiIt was published by Cesare Burali-Forti, the Italian mathemati- cian whose name it has come to bear. Burali-. Forti's own formulation of the paradox was not. The Burali-Forti Paradox - DPMMSThe Burali-Forti paradox is of course an elephant, if a rather abstract one, and there are plenty of abstractions groping it. One of them is a ...
