Decision Procedures for Elementary Sublanguages of Set Theory: XI. Multilevel Syllogistic Extended by Some Elementary Map Constructs (Classic Reprint) - Softcover

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Excerpt from Decision Procedures for Elementary Sublanguages of Set Theory: XI. Multilevel Syllogistic Extended by Some Elementary Map Constructs

This paper tackles the satisfiability problem for the one-sorted language E, which properly extends the purely set-theoretical part (i.e. With no cardinality constructs) of the theory considered in [fos]. In particular we will exhibit a finite and uniform procedure which decides for any given formula P of E whether P has a model or not.

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