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Measurable cardinal
Set-Theoretic Geology, the Ultimate Inner Model, and New Axioms
O&ONSTRUCTIBLE UNIVERSE and MEASURABLE CARDINALS 0
Determinacy and Large Cardinals
The Ultrafilter Characterization of Huge Cardinals 587
Paul B. Larson a BRIEF HISTORY of DETERMINACY §1. Introduction
Arxiv:Math/0009240V1
Axiomatic Set Theory
Ultrafilters Over a Measurable Cardinal A
Arxiv:1801.09149V1 [Math.CA] 27 Jan 2018 .Byn H Osrcil Hierarchy Constructible the Beyond 5
Large Cardinals and the Iterative Conception of Set
ULTRAFILTERS and LARGE CARDINALS 3 Even Be the first Inaccessible Cardinal: Κ Is Inaccessible Both in V and in M
Some Intuition Behind Large Cardinal Axioms, Their Characterization, and Related Results
A BRIEF HISTORY of DETERMINACY §1. Introduction
Measurable Cardinals
Measurable Cardinals and Scott's Theorem
Large Cardinals from Determinacy Peter Koellner and W
SOME WEAK VERSIONS of LARGE CARDINAL AXIOMS Introduction
Gitik Used a Cardinal
Top View
Maximal Realcompact Spaces and Measurable Cardinals 1
Notes on Set Theory
A Model of Set Theory in Which Every Set of Reals Is Universally Baire
Large Cardinals in Mathematics and Infinite Combinatorics
Real-Valued-Measurable Cardinals
Inner Models for Large Cardinals
Some Remarks on Real-Valued Measurable Cardinals Andrzej Szymañski
Oberlin1279129907.Pdf (220.53
ULTRAFILTERS in SET THEORY Contents 1. Introduction 1 2. Filters
Classical Set Theory: Theory of Sets and Classes
The Hereditarily Ordinal Definable Sets in Models of Determinacy
The Ultraproduct Construction
Large Cardinals in General Topology I
A Brief Introduction to Measurable Cardinals
Analytic Determinacy
The First Measurable Cardinal Can Be the First Uncountable Regular Cardinal at Any Successor Height