Menachem Magidor

Israeli mathematician

Why Is Menachem Magidor Influential?

According to Wikipedia, Menachem Magidor is an Israeli mathematician who specializes in mathematical logic, in particular set theory. He served as President of the Hebrew University of Jerusalem, was President of the Association for Symbolic Logic from 1996 to 1998, and is currently the President of the Division for Logic, Methodology and Philosophy of Science and Technology of the International Union for History and Philosophy of Science . In 2016 he was elected an honorary foreign member of the American Academy of Arts and Sciences. In 2018 he received the Solomon Bublick Award.

Menachem Magidor's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Papers

Nonmonotonic Reasoning, Preferential Models and Cumulative Logics (1990) (1699)
What does a Conditional Knowledge Base Entail? (1989) (857)
Martin's Maximum, saturated ideals and non-regular ultrafilters. Part II (1988) (313)
Squares, scales and stationary Reflection (2001) (196)
The evolution of large cardinal axioms in set theory (1978) (186)
Reflecting Stationary Sets (1982) (128)
Universally Baire Sets of Reals (1992) (127)
How large is the first strongly compact cardinal? or a study on identity crises (1976) (120)
On the singular cardinals problem I (1977) (120)
Distance semantics for belief revision (2001) (113)
A Very Weak Square Principle (1997) (94)
Large Cardinals and Definable Counterexamples to the Continuum Hypothesis (1995) (92)
Changing cofinality of cardinals (1978) (88)
When does almost free imply free? (For groups, transversals, etc.) (1994) (83)
On the role of supercompact and extendible cardinals in logic (1971) (83)
Shelah's pcf Theory and Its Applications (1990) (71)
The tree property at successors of singular cardinals (1996) (71)
Compact extensions of L(Q) (part 1a) (1977) (61)
Combinatorial characterization of supercompact cardinals (1974) (59)
The Singular Cardinal Hypothesis Revisited (1992) (58)
An Ideal Game (1978) (58)
On the Singular Cardinals Problem II (1977) (57)
A note on regular methods of summability and the Banach-Saks property (1976) (50)
On the existence of nonregular ultrafilters and the cardinality of ultrapowers (1979) (49)
Compact extensions of L(Q) (1977) (47)
Chang’s conjecture for ℵω (1990) (45)
Mutually stationary sequences of sets and the non-saturation of the non-stationary ideal onPϰ(λ) (2001) (44)
The monadic theory of ω 2 (1983) (42)
Canonical structure in the universe of set theory: part one (2004) (41)
Precipitous Ideals (1980) (40)
The Weak □* is Really Weaker than the Full □ (1986) (37)
The number of normal measures (2009) (36)
On the strength of König's duality theorem for infinite bipartite graphs (1992) (35)
Canonical structure in the universe of set theory: part two (2006) (33)
Group radicals and strongly compact cardinals (2013) (33)
Extender Based Forcings (1994) (32)
The consistency strength of successive cardinals with the tree property (2001) (32)
On Global-Time and Inter-process Communication (1990) (31)
Preferential Logics: the Predicate Calculus Case (1990) (31)
THE EIGHTFOLD WAY (2018) (26)
Precipitous ideals and Σ14 setssets (1980) (24)
Butler groups of arbitrary cardinality (1993) (24)
Martin's maximum and weak square (2011) (24)
Representing sets of ordinals as countable unions of sets in the core model (1990) (23)
A framework for forcing constructions at successors of singular cardinals (2014) (21)
Reflection and indescribability in the constructible universe (2015) (21)
Chang's Conjecture and Powers of Singular Cardinals (1977) (17)
ABSOLUTENESS FOR UNIVERSALLY BAIRE SETS AND THE UNCOUNTABLE II (2008) (16)
Correction to “Martin’s Maximum, saturated ideals, and non-regular ultrafilters. Part I” (1989) (15)
Probabilistic tree automata and context free languages (1970) (15)
ON ${\omega _1}$ -STRONGLY COMPACT CARDINALS (2014) (15)
SOME SET THEORIES ARE MORE EQUAL (2012) (15)
There are many normal ultrafiltres corresponding to a supercompact cardinal (1971) (14)
Length of Boolean algebras and ultraproducts (1998) (14)
Omitting types in logic of metric structures (2018) (13)
On the strengths and weaknesses of weak squares (2011) (12)
On löWenheim-Skolem-Tarski numbers for Extensions of First order Logic (2011) (11)
On the Spectrum of Characters of Ultrafilters (2018) (11)
The non-compactness of square (2003) (10)
The independence of (1999) (10)
Shelah's pcf Theory and Its Applications (2002) (10)
A Temporal Logic for Proving Properties of Topologically General Executions (1996) (7)
On the Standard Part of Nonstandard Models of Set Theory (1983) (7)
On supercompactness and the continuum function (2014) (7)
Ordinal definable subsets of singular cardinals (2018) (6)
Countably decomposable admissible sets (1984) (6)
Instances of Dependent Choice and the Measurability of alephomega + 1 (1995) (6)
Scales, squares and reflection (2001) (5)
When an Equivalence Relation with All Borel Classes will be Borel Somewhere (2016) (5)
REFLECTION OF STATIONARY SETS AND THE TREE PROPERTY AT THE SUCCESSOR OF A SINGULAR CARDINAL (2017) (5)
0 # and Some Forcing Principles (1986) (5)
Inner Models from Extended Logics∗ (2016) (4)
FORCING A MUTUAL STATIONARITY PROPERTY IN COFINALITY ω1 (2007) (4)
Metaphoric Polymorphism: Taking Code Reuse One Step Further (1996) (4)
Some Highly Undecidable Lattices (1990) (4)
On the maximal resolvability of monotonically normal spaces (2012) (4)
SPFA by finite conditions (2016) (3)
DESTRUCTIBILITY OF THE TREE PROPERTY AT ${\aleph _{\omega + 1}}$ (2019) (3)
On properties of compacta that do not reflect in small continuous images (2016) (3)
INDEPENDENCE OF THE EXISTENCE OF PITOWSKY SPIN MODELS (2012) (3)
On reflection of stationary sets (1992) (3)
Infinite Monochromatic Paths and a Theorem of Erdős-Hajnal-Rado (2020) (3)
UNIVERSITÉ PARIS 7 - DENIS DIDEROT UNIVERSITÁ DI TORINO Thèse de doctorat en logique mathématique APPLICATIONS OF THE PROPER FORCING AXIOM TO CARDINAL ARITHMETIC (2006) (3)
Inner models from extended logics: Part 1 (2021) (2)
On Partially Wellfounded Generic Ultrapowers (2008) (2)
On the Mutual-Exclusion Problem - A Quest for Minimal Solutions (1994) (1)
Two Weak Consequences of 0# (1985) (1)
On Boolean algebras with strictly positive measures (2018) (1)
Forcing axioms and the Galvin number (2021) (1)
Martin's maximum and the non-stationary ideal (2017) (1)
Decomposition theorems for finite sequential machines (1968) (1)
Bext 2 (G,T) CAN BE NONTRIVIAL, EVEN ASSUMING GCH (1994) (1)
The consistency strength of hyperstationarity (2020) (1)
Correspondence polymorphism for object-oriented languages (1999) (1)
Compactness and Transfer for a Fragment of L2 (1977) (1)
Singular cardinals and square properties (2017) (1)
IDENTITY CRISIS BETWEEN SUPERCOMPACTNESS AND VǑPENKA’S PRINCIPLE (2019) (1)
Berardi, S., see Barbanera, F (1995) (0)
Games with Filters (2020) (0)
Aronszajn Trees on N 2 and N 3 (2001) (0)
The Monadic Theory of omega12 (1983) (0)
Determinacy and the tree property (2003) (0)
Model Theoretic Characterizations of Large Cardinals Revisited (2020) (0)
The Simplest Counterexample to Compactness in the Constructive Universe (1982) (0)
Master index to volumes 71-80. (2000) (0)
Corson reflections (2021) (0)
Correspondence Polymorphism for Object-Oriented Languages (1999) (0)
Ge Sacks and sg Simpson [1972] the oz-ﬁnite injury method, Ann. Math. Logic, 4, pp. 323-367 (1999) (0)
The ineffable tree property and failure of the singular cardinals hypothesis (2020) (0)
THE TREE PROPERTY AT THE TWO IMMEDIATE SUCCESSORS OF A SINGULAR CARDINAL (2020) (0)
The Monadic Theory of ω 12 Author ( s ) : (2008) (0)
Book reviews (1974) (0)
Combinatorial Characterization of Supercompact Cardinals.Flipping Properties and Supercompact Cardinals.P κ λ-Generalizations of Weak Compactness.The Structure of Ineffability Properties of P κ λ.P κ λ Partition Relations.A Note on the λ-Shelah Property (1991) (0)
Review: Jack H. Silver, Measurable Cardinals and $\Delta\frac{1}{3}$ well-Orderings (1974) (0)
The independence of δ1n (1999) (0)
A Model in Which GCH Holds at Successors but Fails at Limits@@@Strong Ultrapowers and Long Core Models@@@Coherent Sequences versus Radin Sequences@@@Squares, Scales and Stationary Reflection (2002) (0)
The Independence of delta1n (1999) (0)
J an 2 01 6 ON THE SPECTRUM OF CHARACTERS OF ULTRAFILTERS (0)
Gitik M.. All uncountable cardinals can be singular. Israel journal of mathematics, vol. 35 (1980), pp. 61–88. (1984) (0)
Mutually stationary sequences of sets and the non-saturation of the non-stationary ideal on <Emphasis Type="Italic">P </Emphasis> <Subscript> </Subscript>() (2006) (0)
Review: Keith J. Devlin, Aspects of constructibility (1975) (0)
When a relation with all Borel sections will be Borel somewhere? (2021) (0)
SUBCOMPACT CARDINALS, TYPE OMISSION AND LADDER SYSTEMS (2022) (0)
Silver Jack H.. Measurable cardinals and well-orderings. Annals of mathematics , ser. 2 vol. 94 (1971), pp. 414–446. (1974) (0)

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What Schools Are Affiliated With Menachem Magidor?

Menachem Magidor is affiliated with the following schools:

Hebrew University of Jerusalem

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