Itay Neeman
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Mathematician
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Itay Neemanmathematics Degrees
Mathematics
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Measure Theory
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Mathematics
Itay Neeman's Degrees
- PhD Mathematics University of California, Berkeley
- Bachelors Mathematics Tel Aviv University
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Why Is Itay Neeman Influential?
(Suggest an Edit or Addition)According to Wikipedia, Itay Neeman is a set theorist working as a professor of mathematics at the University of California, Los Angeles. He has made major contributions to the theory of inner models, determinacy and forcing.
Itay Neeman'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 Works
- DKAL: Distributed-Knowledge Authorization Language (2008) (142)
- Optimal Proofs of Determinacy (1995) (82)
- Forcing with Sequences of Models of Two Types (2014) (55)
- Inner models in the region of a Woodin limit of Woodin cardinals (2002) (52)
- Aronszajn Trees and Failure of the singular cardinal Hypothesis (2009) (46)
- THE TREE PROPERTY UP TO אω+1 (2014) (40)
- The determinacy of long games (2004) (40)
- Logic of infons: The propositional case (2011) (35)
- DKAL 2 — A Simplified and Improved Authorization Language (2009) (32)
- Proper forcing and L(ℝ) (2001) (29)
- Inner Models and Ultrafilters In L(ℝ) (2007) (26)
- The Strength of Blackwell determinacy (2003) (26)
- Optimal Proofs of Determinacy II (2002) (25)
- Proper Forcing and L(r) (2008) (21)
- A weak Dodd-Jensen lemma (1999) (20)
- Hierarchies of forcing axioms I (2008) (17)
- The domestic levels ofKc are iterable (2001) (17)
- Determinacy in L(ℝ) (2010) (17)
- Unraveling Π11 sets, revisited (2006) (16)
- Evidential Authorization (2010) (16)
- Determinacy for games ending at the first admissible relative to the play (2006) (14)
- Games of Length ω1 (2007) (14)
- Proper forcings and absoluteness in L ( R ) (2010) (13)
- Equiconsistencies at subcompact cardinals (2016) (12)
- Teh Logic of Infons (2009) (11)
- A criterion for coarse iterability (2010) (10)
- The strength of Jullien's indecomposability Theorem (2008) (9)
- Universally measurable sets in generic extensions (2010) (9)
- Effective Cardinals of Boldface pointclasses (2007) (8)
- The Mitchell order below rank-to-rank (2004) (8)
- The logic of infons (2009) (8)
- Unraveling Π11 sets (2000) (7)
- HAPPY AND MAD FAMILIES IN L ( R ) (2016) (6)
- Finite state automata and monadic definability of singular cardinals (2008) (6)
- An inner models proof of the Kechris–Martin theorem (2016) (5)
- NECESSARY USE OF Σ1 INDUCTION IN A REVERSAL (2009) (5)
- Hierarchies of forcing axioms II (2008) (5)
- HAPPY AND MAD FAMILIES IN L(ℝ) (2018) (5)
- SIDE CONDITIONS AND ITERATION THEOREMS (2016) (4)
- Counterexamples to the unique and cofinal branches hypotheses (2006) (4)
- SIDE CONDITIONS AND ITERATION THEOREMS (2016) (4)
- Necessary use of induction in a reversal (2011) (3)
- An introduction to proofs of determinacy of long games (2016) (3)
- Two applications of finite side conditions at $$\omega _2$$ω2 (2017) (3)
- On the powersets of singular cardinals in HOD (2020) (3)
- Abraham-Rubin-Shelah open colorings and a large continuum (2019) (3)
- On the relationship between mutual and tight stationarity (2021) (2)
- DISTRIBUTED-KNOWLEDGE AUTHORIZATION LANGUAGE JANUARY 2008 REVISION (2008) (2)
- Square principles with tail-end agreement (2015) (2)
- MONADIC DEFINABILITY OF ORDINALS (2007) (1)
- Ultrafilters and Large Cardinals Itay Neeman (2010) (1)
- The ineffable tree property and failure of the singular cardinals hypothesis (2020) (1)
- Monadic theories of wellorders (2008) (1)
- Games of Countable Length (1999) (1)
- Determinacy and large cardinals (2006) (1)
- A cardinal preserving extension making the set of points of countable V cofinality nonstationary (2007) (1)
- Ultrafilters and Large Cardinals Itay Neeman (2010) (1)
- Chapter 1. Basic components (2004) (0)
- Proper Forcing and L$(\mathbb{R})$ (2000) (0)
- Chapter 7. Games which reach local cardinals (2004) (0)
- Chapter 6. Along a single branch (2004) (0)
- Chapter 2. Games of fixed countable length (2004) (0)
- Chang's Conjecture with $\square _{\omega _1, 2}$ from an ømega 1-Erdős cardinal (2018) (0)
- O ct 2 01 8 Chang ’ s Conjecture with ω 1 , 2 from an ω 1-Erdős (2018) (0)
- 2001 european summer meeting of the association for symbolic logic logic colloquium'01 (2002) (0)
- Proper forcings and absoluteness in $L(\Bbb R)$ (2002) (0)
- PROPER FORCINGS AND ABSOLUTENESS IN L ( (2007) (0)
- Propagation of the scale property using games (2008) (0)
- THE TREE PROPERTY AT THE TWO IMMEDIATE SUCCESSORS OF A SINGULAR CARDINAL (2020) (0)
- Determinacy Proofs for Long games (2004) (0)
- M. Gitik Blowing up power of a singular cardinalYwider gaps 1 D. Pitteloud Algebraic properties of rings of generalized power series 39 (2002) (0)
- 1995–1996 annual meeting of the association for symbolic logic (1996) (0)
- Appalachian Set Theory 2006–2012: Aronszajn trees and the SCH (2012) (0)
- 2011 North American Annual Meeting of the Association for Symbolic Logic (2012) (0)
- Proper Forcing and L(Real) (2001) (0)
- San Antonio Convention Center San Antonio, Texas January 14–15, 2006 (2006) (0)
- Iteration of strongly $\kappa^+$-cc forcing posets. (2018) (0)
- REVIEWS-Two papers-Proper forcing and L (R) (2002) (0)
- FORCING (LECTURE NOTES FOR MATH 223S, SPRING 2011) (2011) (0)
- Chapter 5. When both players lose (2004) (0)
- Chapter 4. Pullbacks (2004) (0)
- ITERATION OF STRONGLY κ-CC FORCING POSETS (2018) (0)
- Appendix A. Extenders, generic extensions, and iterability (2004) (0)
- Chapter 3. Games of continuously coded length (2004) (0)
- REVIEWS-Three papers (2005) (0)
- Proper Forcings and Absoluteness in LProper Forcing and L (2002) (0)
- The Future Of Software Engineering (2012) (0)
- Mitchell William, Schimmerling Ernest, and Steel John. The covering lemma up to a Woodin cardinal. Annals of Pure and Applied Logic, vol. 84 (1997), pp. 219–255. (2003) (0)
- Unraveling Pi11 (2000) (0)
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What Schools Are Affiliated With Itay Neeman?
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