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Large cardinal

  • Set Theory, by Thomas Jech, Academic Press, New York, 1978, Xii + 621 Pp., '$53.00

    Set Theory, by Thomas Jech, Academic Press, New York, 1978, Xii + 621 Pp., '$53.00

  • Set-Theoretic Geology, the Ultimate Inner Model, and New Axioms

    Set-Theoretic Geology, the Ultimate Inner Model, and New Axioms

  • Arxiv:1901.02074V1 [Math.LO] 4 Jan 2019 a Xoskona Lrecrias Ih Eal Ogv Entv a Definitive a Give T to of Able Basis Be the Might Cardinals” [17]

    Arxiv:1901.02074V1 [Math.LO] 4 Jan 2019 a Xoskona Lrecrias Ih Eal Ogv Entv a Definitive a Give T to of Able Basis Be the Might Cardinals” [17]

  • Are Large Cardinal Axioms Restrictive?

    Are Large Cardinal Axioms Restrictive?

  • Set Theory

    Set Theory

  • Determinacy and Large Cardinals

    Determinacy and Large Cardinals

  • Large Cardinals and the Continuum Hypothesis RADEK HONZIK Charles University, Department of Logic, Celetn´A20, Praha 1, 116 42, Czech Republic Radek.Honzik@ff.Cuni.Cz

    Large Cardinals and the Continuum Hypothesis RADEK HONZIK Charles University, Department of Logic, Celetn´A20, Praha 1, 116 42, Czech Republic Radek.Honzik@ff.Cuni.Cz

  • How Set Theory Impinges on Logic

    How Set Theory Impinges on Logic

  • The Continuum Hypothesis: How Big Is Infinity?

    The Continuum Hypothesis: How Big Is Infinity?

  • The Continuum Hypothesis, Part I, Volume 48, Number 6

    The Continuum Hypothesis, Part I, Volume 48, Number 6

  • Philosophy of Set Theory

    Philosophy of Set Theory

  • The Continuum Hypothesis

    The Continuum Hypothesis

  • Large Cardinals and the Iterative Conception of Set

    Large Cardinals and the Iterative Conception of Set

  • Can a Large Cardinal Be Forced from a Condition Implying Its Negation?

    Can a Large Cardinal Be Forced from a Condition Implying Its Negation?

  • ULTRAFILTERS and LARGE CARDINALS 3 Even Be the first Inaccessible Cardinal: Κ Is Inaccessible Both in V and in M

    ULTRAFILTERS and LARGE CARDINALS 3 Even Be the first Inaccessible Cardinal: Κ Is Inaccessible Both in V and in M

  • What Are Strong Axioms of Infinity and Why Are They Useful in Mathematics?

    What Are Strong Axioms of Infinity and Why Are They Useful in Mathematics?

  • Incompleteness Theorems, Large Cardinals, and Automata Over Finite Words Olivier Finkel

    Incompleteness Theorems, Large Cardinals, and Automata Over Finite Words Olivier Finkel

  • The Continuum Hypothesis, Part II W

    The Continuum Hypothesis, Part II W

Top View
  • INTRODUCTION to LARGE CARDINALS the Aim of This Talk Is
  • Some Intuition Behind Large Cardinal Axioms, Their Characterization, and Related Results
  • The Continuum Hypothesis
  • Large Cardinals and the Iterative Conception of Set
  • Large Cardinals from Determinacy Peter Koellner and W
  • SOME WEAK VERSIONS of LARGE CARDINAL AXIOMS Introduction
  • Implications of Large-Cardinal Principles in Homotopical Localization
  • Notes on Set Theory
  • Has the Continuum Hypothesis Been Settled? Matt Foreman University of California, Irvine
  • Large Cardinals, Forcing Axioms, and Mathematical Realisms
  • Logic in the Second Half of the Twentieth Century
  • Even Ordinals and the Kunen Inconsistency
  • The Axioms of Set Theory
  • A New Large Cardinal and Laver Sequences for Extendibles
  • Force to Change Large Cardinal Strength
  • Large Cardinals with Forcing
  • Oberlin1279129907.Pdf (220.53
  • Large Sets in Constructive Set Theory


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