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Large cardinal
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
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?
Set Theory
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
How Set Theory Impinges on Logic
The Continuum Hypothesis: How Big Is Infinity?
The Continuum Hypothesis, Part I, Volume 48, Number 6
Philosophy of Set Theory
The Continuum Hypothesis
Large Cardinals and the Iterative Conception of Set
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
What Are Strong Axioms of Infinity and Why Are They Useful in Mathematics?
Incompleteness Theorems, Large Cardinals, and Automata Over Finite Words Olivier Finkel
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
Large Cardinals and Determinacy
Projective Determinacy (Set Theory/Descriptive Set Theory/Large Crdinals) DONALD A
Large Cardinals Beyond Choice
Implications of Very Large Cardinals
Independence and Large Cardinals
The Hereditarily Ordinal Definable Sets in Models of Determinacy
Large Cardinals in General Topology I
Large Cardinal Axioms from Tameness in Aecs
Model Theoretic Characterizations of Large Cardinals Revisited
Philosophical Status of the Continuum Hypothesis
The Axioms of Set Theory ZFC