SU\G(𝔾)/K·U

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All published works (41)

Action Title Date Authors
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Galvin’s property at large cardinals and an application to partition calculus 2025-04-03 Tom Benhamou Shimon Garti Alejandro Poveda
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Almost Free Modules, Perfect Decomposition and Enochs’ Conjecture 2025-02-28 Manuel CortĂ©s-Izurdiaga Alejandro Poveda
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Axiom <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.svg"><mml:mi mathvariant="script">A</mml:mi></mml:math> and supercompactness 2024-11-21 Alejandro Poveda
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On the optimality of the HOD dichotomy 2024-11-05 Gabriel Goldberg Jonathan Osinski Alejandro Poveda
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The gluing property 2024-09-13 Yair Hayut Alejandro Poveda
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The Baire and perfect set properties at singulars cardinals 2024-08-12 Vincenzo Dimonte Alejandro Poveda Sebastiano Thei
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Almost free modules, perfect decomposition and Enochs's conjecture 2024-07-29 Manuel Cortés-Izurdiaga Alejandro Poveda
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Axiom $\mathcal{A}$ and supercompactness 2024-06-18 Alejandro Poveda
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Non-Normal Magidor-Radin Types of Forcings 2024-05-26 Tom Benhamou Alejandro Poveda
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Non-galvin filters 2024-02-25 Tom Benhamou Shimon Garti Moti Gitik Alejandro Poveda
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Two results on extendible cardinals 2024-01-03 Alejandro Poveda
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Sigma-Prikry forcing III: Down to â„” 2023-11-06 Alejandro Poveda Assaf Rinot Dima Sinapova
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On the property (C) of Corson and other sequential properties of Banach spaces 2023-05-26 Gonzalo MartĂ­nez-Cervantes Alejandro Poveda
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Negating the Galvin property 2023-04-24 Tom Benhamou Shimon Garti Alejandro Poveda
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On the property (C) of Corson and other sequential properties of Banach Spaces 2023-01-01 Gonzalo MartĂ­nez-Cervantes Alejandro Poveda
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Galvin's property at large cardinals and an application to partition calculus 2022-01-01 Tom Benhamou Shimon Garti Alejandro Poveda
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Sigma-Prikry forcing III: Down to Aleph_omega 2022-01-01 Alejandro Poveda Assaf Rinot Dima Sinapova
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The Gluing Property 2022-01-01 Yair Hayut Alejandro Poveda
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Non-Galvin Filters 2022-01-01 Tom Benhamou Shimon Garti Moti Gitik Alejandro Poveda
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MORE ON THE PRESERVATION OF LARGE CARDINALS UNDER CLASS FORCING 2021-09-12 Joan Bagaria Alejandro Poveda
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Contributions to the Theory of Large Cardinals through the Method of Forcing 2021-06-01 Alejandro Poveda
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Sigma-Prikry forcing II: Iteration Scheme 2021-01-19 Alejandro Poveda Assaf Rinot Dima Sinapova
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Negating the Galvin Property 2021-01-01 Tom Benhamou Shimon Garti Alejandro Poveda
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IDENTITY CRISIS BETWEEN SUPERCOMPACTNESS AND VǑPENKA’S PRINCIPLE 2020-09-07 Yair Hayut Menachem Magidor Alejandro Poveda
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The tree property at double successors of singular cardinals of uncountable cofinality with infinite gaps 2020-06-18 Mohammad Golshani Alejandro Poveda
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Sigma-Prikry forcing I: The Axioms 2020-05-26 Alejandro Poveda Assaf Rinot Dima Sinapova
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The tree property at first and double successors of singular cardinals with an arbitrary gap 2020-01-20 Alejandro Poveda
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Sigma-Prikry forcing II: Iteration Scheme 2019-12-06 Alejandro Poveda Assaf Rinot Dima Sinapova
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Identity crises between supercompactness and Vopenka's Principle 2019-05-29 Yair Hayut Menachem Magidor Alejandro Poveda
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The tree property at first and double successors of singular cardinals of uncountable cofinality with an arbitrary gap 2019-05-03 Alejandro Poveda
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The tree property at first and double successors of singular cardinals with an arbitrary gap 2019-05-03 Alejandro Poveda
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Sigma-Prikry forcing II: Iteration Scheme 2019-01-01 Alejandro Poveda Assaf Rinot Dima Sinapova
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Identity crises between supercompactness and Vopenka's Principle 2019-01-01 Yair Hayut Menachem Magidor Alejandro Poveda
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The tree property at first and double successors of singular cardinals with an arbitrary gap 2019-01-01 Alejandro Poveda
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More on the preservation of large cardinals under class forcing 2018-10-22 Joan Bagaria Alejandro Poveda
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The tree property at double successors of singular cardinals of uncountable cofinality with infinite gaps 2018-08-20 Mohammad Golshani Alejandro Poveda
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The tree property at double successors of singular cardinals of uncountable cofinality with infinite gaps 2018-01-01 Mohammad Golshani Alejandro Poveda
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More on the preservation of large cardinals under class forcing 2018-01-01 Joan Bagaria Alejandro Poveda
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Rosenthal compacta that are premetric of finite degree 2017-01-01 Antonio AvilĂ©s Alejandro Poveda Stevo Todorčević
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Rosenthal compacta that are premetric of finite degree 2015-12-18 Antonio AvilĂ©s Alejandro Poveda Stevo Todorčević
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Rosenthal compacta that are premetric of finite degree 2015-01-01 Antonio AvilĂ©s Alejandro Poveda Stevo Todorčević

Common Coauthors

Coauthor Papers Together
Tom Benhamou 7
Shimon Garti 6
Dima Sinapova 6
Assaf Rinot 6
Yair Hayut 5
Joan Bagaria 3
Antonio Avilés 3
Menachem Magidor 3
Mohammad Golshani 3
Stevo Todorčević 3
Manuel CortĂ©s‐Izurdiaga 2
Gonzalo MartĂ­nez-Cervantes 2
Moti Gitik 2
Gabriel Goldberg 1
Vincenzo Dimonte 1
Sebastiano Thei 1
Jonathan Osinski 1

Commonly Cited References

Action Title Date Authors # of times referenced
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SQUARES, SCALES AND STATIONARY REFLECTION 2001-05-01 James Cummings Matthew Foreman Menachem Magidor 9
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Set Theory An Introduction to Independence Proofs 1980-01-01 Kenneth Kunen 8
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Prikry-Type Forcings 2009-12-09 Moti Gitik 7
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The higher infinite: large cardinals in set theory from their beginnings 1996-01-01 Akihiro Kanamori 7
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Iterated Forcing and Elementary Embeddings 2009-12-09 James Cummings 7
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C (n)-cardinals 2011-12-22 Joan Bagaria 6
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Making the supercompactness of Îș indestructible under Îș-directed closed forcing 1978-12-01 Richard Laver 6
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Kurepa trees and the failure of the Galvin property 2022-12-21 Tom Benhamou Shimon Garti Saharon Shelah 5
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Intermediate models of Magidor-Radin forcing-Part II 2022-03-02 Tom Benhamou Moti Gitik 5
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ON <i>C</i><sup>(<i>n</i>)</sup>-EXTENDIBLE CARDINALS 2018-09-01 Konstantinos Tsaprounis 5
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The tree property at the first and double successors of a singular 2016-10-01 Dima Sinapova 5
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On the intersection of closed unbounded sets 1986-03-01 Uri Abraham Saharon Shelah 5
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A model for a very good scale and a bad scale 2008-12-01 Dima Sinapova 4
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Aronszajn trees and the successors of a singular cardinal 2013-02-25 Spencer Unger 4
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On extendible cardinals and the GCH 2013-04-17 Konstantinos Tsaprounis 4
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The Tree Property 1998-01-01 James Cummings Matthew Foreman 4
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Aronszajn trees and the independence of the transfer property 1972-12-01 William Mitchell 4
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Definable orthogonality classes in accessible categories are small 2015-03-10 Joan Bagaria Carles Casacuberta A. R. D. Mathias Jir̆ı́ RosickĂœ 4
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On SCH and the approachability property 2007-10-12 Moti Gitik Assaf Sharon 4
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The tree property at the double successor of a singular cardinal with a larger gap 2018-02-21 Sy‐David Friedman Radek Honzík Ơárka Stejskalová 4
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On the role of supercompact and extendible cardinals in logic 1971-06-01 Menachem Magidor 4
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Extender based forcings 1994-06-01 Moti Gitik Menachem Magidor 4
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The tree property at double successors of singular cardinals of uncountable cofinality 2017-10-14 Mohammad Golshani Rahman Mohammadpour 4
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The Generalized Continuum Hypothesis Can Fail Everywhere 1991-01-01 Matthew Foreman W. Hugh Woodin 4
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MORE ON THE PRESERVATION OF LARGE CARDINALS UNDER CLASS FORCING 2021-09-12 Joan Bagaria Alejandro Poveda 4
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Adding closed cofinal sequences to large cardinals 1982-08-01 Lon Berk Radin 4
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Aronszajn trees on â„”2 and â„”3 1983-09-01 Uri Abraham 3
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SUITABLE EXTENDER MODELS I 2010-06-01 W. Hugh Woodin 3
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ON COHEN AND PRIKRY FORCING NOTIONS 2023-09-11 Tom Benhamou Moti Gitik 3
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How large is the first strongly compact cardinal? or a study on identity crises 1976-08-01 Menachem Magidor 3
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On densities of box products 1998-11-01 Moti Gitik Saharon Shelah 3
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Elementary chains and C (n)-cardinals 2013-10-02 Konstantinos Tsaprounis 3
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Negating the Galvin property 2023-04-24 Tom Benhamou Shimon Garti Alejandro Poveda 3
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Contributions to the Theory of Large Cardinals through the Method of Forcing 2021-06-01 Alejandro Poveda 3
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On certain indestructibility of strong cardinals and a question of Hajnal 1989-02-01 Moti Gitik Saharon Shelah 3
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Partition calculus and cardinal invariants 2014-04-01 Shimon Garti Saharon Shelah 3
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Indestructibility of Vopěnka’s Principle 2011-01-27 Andrew D. Brooke-Taylor 3
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The lottery preparation 2000-02-01 Joel David Hamkins 3
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Weak diamond and Galvin’s property 2016-10-06 Shimon Garti 3
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On the singular cardinals problem I 1977-03-01 Menachem Magidor 3
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ON ${\omega _1}$-STRONGLY COMPACT CARDINALS 2014-03-01 Joan Bagaria Menachem Magidor 3
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Changing cofinality of cardinals 1978-01-01 Menachem Magidor 3
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A Model in Which GCH Holds at Successors but Fails at Limits 1992-01-01 James Cummings 3
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Superstrong and other large cardinals are never Laver indestructible 2015-12-23 Joan Bagaria Joel David Hamkins Konstantinos Tsaprounis Toshimichi Usuba 3
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Sigma-Prikry forcing II: Iteration Scheme 2021-01-19 Alejandro Poveda Assaf Rinot Dima Sinapova 3
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ON SEQUENCES GENERIC IN THE SENSE OF MAGIDOR 2014-12-01 GĂŒnter Fuchs 2
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Fragility and indestructibility of the tree property 2012-05-08 Spencer Unger 2
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THE TREE PROPERTY UP TO Ś<sub><i>ω</i>+1</sub> 2014-06-01 Itay Neeman 2
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Diamond, square, and level by level equivalence 2004-10-09 Arthur W. Apter 2
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Changing cofinalities and the nonstationary ideal 1986-10-01 Moti Gitik 2