Forcing Analogies in Law: Badiou, Set Theory and Models

Forcing axioms and inner models of set theory

Set Theory, Forcing and Real Line

We give a very brief survey on ZFC theory (Zermelo-Fraenkel Set Theory) and we present an intuitive introduction to the method of forcing and some applications to the real line. Our exposition will be very informal, without any claim of completeness and rigour. The idea is just to give a very intuitive idea of what Set Theory and forcing-method are, and why they are interesting and useful from ...

Forcing in the alternative set theory II

By the technique of forcing, some new independence results are proved for the alternative set theory (AST) and similar weak theories: The scheme of choice is independent both of AST and of second order arithmetic, axiom of constructibility is independent of AST plus schemes of choice.

Badiou, Mathematics and Model Theory

reasoning and the institutional formalization of intersubjective life, but also, and perhaps even more profoundly, for the characteristic (“analytic” as well as “continental”) twentieth-century philosophical inquiry into linguistic meaning, including among others the questions of the nature of linguistic generality and the “logical” form of the sentence itself. 42 (In this connection, it is, of...

Fuzzy Forcing Set on Fuzzy Graphs

The investigation of impact of fuzzy sets on zero forcing set is the main aim of this paper. According to this, results lead us to a new concept which we introduce it as Fuzzy Zero Forcing Set (FZFS). We propose this concept and suggest a polynomial time algorithm to construct FZFS. Further more we compute the propagation time of FZFS on fuzzy graphs. This concept can be more efficient to model...