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Menachem Magidor

Martin's Maximum and Weak Square
A Cardinal Preserving Extension Making the Set of Points of Countable V Cofinality Nonstationary
A Framework for Forcing Constructions at Successors of Singular Cardinals
A NEW L¨OWENHEIM-SKOLEM THEOREM 1. Introduction The
Inner Models from Extended Logics: Part 1*
In Memoriam: James Earl Baumgartner (1943-2011)
Otices of The
Philosophy of Set Theory
Symmetric Models, Singular Cardinal Patterns, and Indiscernibles
When Does Almost Free Imply Free? (For Groups, Transversals, Etc.)
Notices of the American Mathematical Society ABCD Springer.Com
An Overview of Saharon Shelah's Contributions to Mathematical Logic, in Particular to Model Theory
Some Set Theories Are More Equal
ULTRAFILTERS and LARGE CARDINALS 3 Even Be the ﬁrst Inaccessible Cardinal: Κ Is Inaccessible Both in V and in M
Journal Symbolic Logic
[Math.LO] 15 May 1998 ( Rpsto .) H Iuto Ssmlrfrmn Cardina Many for Similar Is Situation the 1.6)
DIMA SINAPOVA CV Department of Mathematics, Statistics, and Computer Science University of Illinois at Chicago E-Mail: [email protected]
On the Spectrum of Characters of Ultrafilters 3

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The Proper Forcing Axiom, Prikry Forcing, and the Singular Cardinals Hypothesis
Set Theory and Its Place in the Foundations of Mathematics: a New Look at an Old Question Mirna Džamonja
Singular Cardinals and Square Properties
Menachem Magidor's 70Th Birthday Conference
On Sequences Generic in the Sense of Magidor
Normal Measures and Strongly Compact Cardinals ∗†
Levy and Set Theory
THE INEFFABLE TREE PROPERTY and FAILURE of the SINGULAR CARDINALS HYPOTHESIS 1. Introduction a Long Standing Project in Set Theo
Program of the Sessions San Antonio, Texas, January 10–13, 2015
SIGMA-PRIKRY FORCING III: DOWN to ℵ 1. Introduction Many Natural Questions Cannot Be Resolved by the Standard Mathematic
Absoluteness for Universally Baire Sets and the Uncountable Ii
Ordinal Definable Subsets of Singular Cardinals 11
ON the POWERSETS of SINGULAR CARDINALS in HOD Shelah [9
[Math.LO] 18 Dec 2020 Are All Natural Numbers the Same?
Length of Boolean Algebras and Ultraproducts
Adding a Lot of Cohen Reals by Adding a Few. I
Strong Compactness and the Ultrapower Axiom I: the Least Strongly Compact Cardinal
Arxiv:1604.01564V2 [Math.LO] 21 May 2020 Hoe 1.1

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