Transitive Models of Fragments of ZFC


Title: Transitive Models of Fragments of ZFC
Authors: Emmanuel Gunther (gunther /at/ famaf /dot/ unc /dot/ edu /dot/ ar), Miguel Pagano, Pedro Sánchez Terraf and Matías Steinberg (matias /dot/ steinberg /at/ mi /dot/ unc /dot/ edu /dot/ ar)
Submission date: 2022-03-03
Abstract: We extend the ZF-Constructibility library by relativizing theories of the Isabelle/ZF and Delta System Lemma sessions to a transitive class. We also relativize Paulson's work on Aleph and our former treatment of the Axiom of Dependent Choices. This work is a prerrequisite to our formalization of the independence of the Continuum Hypothesis.
  author  = {Emmanuel Gunther and Miguel Pagano and Pedro Sánchez Terraf and Matías Steinberg},
  title   = {Transitive Models of Fragments of ZFC},
  journal = {Archive of Formal Proofs},
  month   = mar,
  year    = 2022,
  note    = {\url{},
            Formal proof development},
  ISSN    = {2150-914x},
License: BSD License
Depends on: Delta_System_Lemma
Used by: Independence_CH
Status: [ok] This is a development version of this entry. It might change over time and is not stable. Please refer to release versions for citations.