Axiomatic Characterizations of Hyperuniverses and Applications

  • Marco Fortiy, Furio Honsellz
  • Published 1996

Abstract

Hyperuniverses are topological structures exhibiting strong closure properties under formation of subsets. They have been used both in Computer Science, for giving denotational semantics a la Scott-de Bakker, and in Mathematical Logic, in order to show the consistency of set theories which do not abide by the \limitation of size" principle. We present… (More)

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