The Curious Engineer

Joel David Hamkins

1994–2026

818 posts

2026 45

October 2026

  1. Slides – The Contingent HOD Dichotomy – CUNY 2026
  2. Share on X (Opens in new window) X
  3. The pattern of consistency strength for membership in a computably enumerable set
  4. Print (Opens in new window) Print
  5. Slides – Epistemic Logic Puzzles for Mathematicians – Hamkins – CUNY GC Oct 2026
  6. Epistemic Logic Puzzles for Mathematicians, NYC Math Education and Communication Seminar, October 2026
  7. Print (Opens in new window) Print
  8. Philosophy and Logic of Games, Notre Dame, Fall 2026
  9. Print (Opens in new window) Print
  10. Infinite Games Workshop

September 2026

  1. On the fundamental theorem of finite games, CUNY Student Logic Seminar, October 2026
  2. Print (Opens in new window) Print
  3. Slides – CH could have been fundamental – Hamkins – Notre Dame 2026
  4. How the continuum hypothesis could have been a fundamental axiom, one necessary for mathematics, Notre Dame, Mathematical Philosophy Seminar, Sep 2026
  5. Print (Opens in new window) Print
  6. Slides – The Contingent HOD Dichotomy – Notre Dame 2026

August 2026

  1. The contingent HOD dichotomy, Notre Dame Logic Seminar, September 2026
  2. Print (Opens in new window) Print
  3. The Contingent HOD Dichotomy, CUNY Logic Workshop, October 2026
  4. Print (Opens in new window) Print
  5. Alternative Fields Medal, awarded August 2026
  6. Print (Opens in new window) Print

July 2026

  1. On the contingent contingency of V = HOD and independence over the maximality principles, Fudan University, Shanghai, July 2026
  2. Print (Opens in new window) Print

June 2026

  1. Set-theoretic mereology as a foundation of mathematics – China 2026
  2. Set-theoretic mereology as a foundation of mathematics? Shandong University, Workshop on Mereology, China, June 2026
  3. Print (Opens in new window) Print
  4. The Modal Logic of Forcing and Set-theoretic Potentialism, Peking University lectures, June/July 2026
  5. Print (Opens in new window) Print

April 2026

  1. Slides – Ultrafinitism – Ohio 2026 – Hamkins
  2. A potentialist perspective on ultrafinitism, Ohio University
  3. Print (Opens in new window) Print
  4. Slides – Truth and paradox in the theory of finite and infinite games – Owens Lecture – Hamkins – 2026
  5. Share on X (Opens in new window) X
  6. The spectrum of consistency strengths for membership in a computably enumerable set, Notre Dame Logic Seminar, April 2026
  7. Print (Opens in new window) Print

March 2026

  1. The Book of Infinity, MIT Press, 2026
  2. Print (Opens in new window) Print
  3. Slides – Elementary theory of surreal arithmetic – Hamkins – CUNY March 2026

February 2026

  1. Truth and paradox in the theory of finite and infinite games, Owens Memorial Lecture, Wayne State University, April 2026
  2. Print (Opens in new window) Print
  3. February 11, 2026
  4. Print (Opens in new window) Print
  5. February 4, 2026
  6. Print (Opens in new window) Print

2025 34

November 2025

  1. November 12, 2025
  2. Print (Opens in new window) Print
  3. November 4, 2025
  4. Print (Opens in new window) Print

October 2025

  1. Slides – Did Turing ever halt – HPS Colloquium Notre Dame Oct 2025

September 2025

  1. September 10, 2025
  2. Slides – Elementary theory of surreal arithmetic – Hamkins – Kobe Japan 2025
  3. a talk

August 2025

  1. August 18, 2025

July 2025

  1. How the continuum hypothesis could have been a fundamental axiom
  2. Lectures on the Philosophy of Mathematics
  3. Share on X (Opens in new window) X
  4. Share on X (Opens in new window) X
  5. July 16, 2025
  6. July 14, 2025
  7. July 9, 2025
  8. July 9, 2025

June 2025

  1. Slides – Potentialist conceptions of infinity – Hamkins – Peking University June 2025
  2. June 23, 2025
  3. June 11, 2025

May 2025

  1. Lecture notes – Consistency strength – Oxford – May 2025
  2. Slides – Hamkins – On Skolem’s paradox – Leeds 2025
  3. May 12, 2025

April 2025

  1. April 21, 2025
  2. April 6, 2025
  3. April 6, 2025

March 2025

  1. Slides – Modal model theory – Hamkins – Boulder 2025
  2. Hamkins_poster
  3. March 6, 2025
  4. March 6, 2025

January 2025

  1. January 28, 2025
  2. January 21, 2025
  3. Slides – The covering reflection principle – Oberwolfach January 2025
  4. January 10, 2025

2024 32

December 2024

  1. December 13, 2024
  2. Lecture Notes – Computable surreal numbers ND Dec 2024
  3. December 1, 2024

November 2024

  1. Slides – Determinateness of truth – Singapore 2024

October 2024

  1. Slides – The covering reflection principle – Madison Oct 2024
  2. October 14, 2024
  3. October 14, 2024

August 2024

  1. Slides – Infinitary universal algorithm – Spain 2024 – Hamkins
  2. August 18, 2024

July 2024

  1. July 22, 2024
  2. July 15, 2024
  3. Share on X (Opens in new window) X
  4. Did Turing prove the undecidability of the halting problem?

June 2024

  1. Slides-ForcingFest-Oslo-Hamkins-June-2024
  2. Slides-CH-could-have-been-fundamental-Hamkins-Oslo-June-2024
  3. June 7, 2024

May 2024

  1. May 29, 2024
  2. May 27, 2024
  3. May 25, 2024
  4. How the continuum hypothesis could have been a fundamental axiom, Oslo
  5. Share on X (Opens in new window) X
  6. Share on X (Opens in new window) X

March 2024

  1. Slides-CH-could-have-been-fundamental-Hamkins-Irvine-March-2024
  2. March 2, 2024
  3. March 1, 2024

February 2024

  1. February 12, 2024
  2. Share on X (Opens in new window) X
  3. February 10, 2024
  4. Covering-reflection-ND-Logic-Seminar

January 2024

  1. January 29, 2024
  2. Slides-Pluralism-APA-NYC-January-2024-1
  3. January 14, 2024

2023 37

December 2023

  1. December 18, 2023
  2. Download
  3. Share on X (Opens in new window) X

November 2023

  1. November 23, 2023
  2. Wordle-and-Absurdle-numbers-CUNY-Logic-Workshop-notes-2023
  3. November 7, 2023
  4. November 3, 2023
  5. Download

October 2023

  1. Slides-Set-theory-with-abundant-urelements-Luminy-Oct-2023
  2. October 11, 2023

September 2023

  1. Share on X (Opens in new window) X
  2. Share on X (Opens in new window) X
  3. September 20, 2023

August 2023

  1. August 18, 2023
  2. August 15, 2023

June 2023

  1. Lecture-notes-Set-theory-with-abundant-atoms-Oxford-STUK-2023

May 2023

  1. Share on X (Opens in new window) X
  2. May 15, 2023
  3. May 14, 2023
  4. May 14, 2023
  5. May 11, 2023
  6. May 11, 2023
  7. Share on X (Opens in new window) X
  8. May 4, 2023
  9. May 2, 2023
  10. Slides-Forcing-as-a-computational-process-MCS-Chicago-2023

April 2023

  1. Slides-Varieties-of-potentialism-Hamkins-Oslo-April-2023
  2. April 13, 2023
  3. April 5, 2023
  4. April 5, 2023
  5. Slides-Leibnizian-end-extensions-Madison-2023

March 2023

  1. Infinite games – Barcelona CosmoCaixa 2023
  2. Slides-Pointwise-Definability-Barcelona-2023
  3. March 14, 2023

January 2023

  1. January 25, 2023
  2. January 12, 2023
  3. January 8, 2023

2022 46

December 2022

  1. December 17, 2022

November 2022

  1. Slides-Pointwise-definable-end-extensions-MOPA-2022
  2. November 6, 2022

October 2022

  1. October 18, 2022
  2. October 11, 2022
  3. Share on X (Opens in new window) X
  4. October 4, 2022
  5. Fregean abstraction in set theory, a deflationary account
  6. Slides-Hamkins-Fregean-abstraction-deflationary-account-Sep-2022

September 2022

  1. September 28, 2022
  2. Slides-Pointwise-Definability-Pavia-2022
  3. September 27, 2022
  4. September 23, 2022
  5. Slides-Potentialism-Master-Class-Hamkins-Sep-2022
  6. September 19, 2022
  7. AILA-Caserta-2022-Slides-Hamkins-Nonlinearity-and-illfoundedness-in-the-hierarchy-of-consistency-strength-and-the-question-of-naturality
  8. Slides-Hamkins-Pointwise-definable-end-extensions-SOPhiA-2022
  9. Share on X (Opens in new window) X

August 2022

  1. August 28, 2022
  2. meeting here in Konstanz
  3. August 28, 2022
  4. August 17, 2022

July 2022

  1. July 24, 2022
  2. July 19, 2022
  3. July 2, 2022
  4. Share on X (Opens in new window) X

June 2022

  1. June 26, 2022
  2. June 25, 2022
  3. Slides – The ontology of mathematics – Hamkins – Japan Association Phil Science – June 2022
  4. June 19, 2022

May 2022

  1. Slides-Infinite-games-Logic-at-Large-Dutch-LvL-2022

April 2022

  1. April 27, 2022
  2. April 22, 2022
  3. April 8, 2022

March 2022

  1. March 15, 2022
  2. Share on X (Opens in new window) X

February 2022

  1. February 22, 2022
  2. Share on X (Opens in new window) X
  3. Set-theoretic mereology
  4. February 4, 2022

January 2022

  1. January 19, 2022
  2. January 18, 2022
  3. January 17, 2022
  4. Slides: Bi-interpretation-in-set-theory-Oberwolfach-2022
  5. January 8, 2022
  6. January 8, 2022

2021 51

December 2021

  1. December 27, 2021
  2. Share on X (Opens in new window) X
  3. Share on X (Opens in new window) X

November 2021

  1. Infinite-draughts-Oslo-2021
  2. November 6, 2021
  3. November 4, 2021
  4. November 4, 2021
  5. November 4, 2021
  6. November 1, 2021

October 2021

  1. October 10, 2021
  2. October 1, 2021

September 2021

  1. September 23, 2021
  2. September 22, 2021
  3. Dissertation
  4. September 7, 2021
  5. my book review is here
  6. September 2, 2021

August 2021

  1. August 28, 2021
  2. Share on X (Opens in new window) X
  3. Computable-quotients-Hamkins-Fudan-Shanghai-2021
  4. August 20, 2021
  5. August 14, 2021
  6. August 13, 2021
  7. August 8, 2021

July 2021

  1. Naturality-in-mathematics-and-hierarchy-of-consistency-strength-Konstanz-July-2021
  2. July 5, 2021

June 2021

  1. June 26, 2021
  2. Categorical-set-theories-Slides-Munich-June-2021
  3. June 23, 2021
  4. Print (Opens in new window) Print
  5. Share on LinkedIn (Opens in new window) LinkedIn

May 2021

  1. Share on Tumblr (Opens in new window) Tumblr
  2. Share on Pinterest (Opens in new window) Pinterest

April 2021

  1. April 22, 2021
  2. Determinacy-of-proper-class-games-Paris-Lyon-2021
  3. April 4, 2021

March 2021

  1. March 25, 2021
  2. Share on WhatsApp (Opens in new window) WhatsApp
  3. Share on X (Opens in new window) X
  4. March 18, 2021
  5. Forcing-as-a-computational-process-Kobe-2021 Slides
  6. Share on Reddit (Opens in new window) Reddit

February 2021

  1. February 14, 2021
  2. February 10, 2021
  3. February 10, 2021
  4. February 7, 2021
  5. February 7, 2021

January 2021

  1. Pointwise definable models of set theory
  2. Definability and the Math Tea argument: must there be numbers we cannot describe or define? University of Warsaw, 22 January 2021
  3. January 21, 2021
  4. January 4, 2021

2020 39

December 2020

  1. December 7, 2020

November 2020

  1. CACML 2020 Hamkins Set theoretic and arithmetic potentialism the state of current developments.pdf
  2. Topological models of arithmetic
  3. November 5, 2020

October 2020

  1. October 31, 2020
  2. October 29, 2020
  3. Barwise-extension-and-the-universal-finite-sequence-Barcelona-Oct-2020
  4. A new proof of the Barwise extension theorem, and the universal finite sequence, Barcelona Set Theory Seminar, 28 October 2020
  5. Share on Facebook (Opens in new window) Facebook
  6. October 7, 2020

September 2020

  1. Slides Modal-model-theory-Oslo-Potentialism-Workshop-Sep-2020
  2. September 22, 2020
  3. September 16, 2020
  4. September 11, 2020
  5. Local properties in set theory

August 2020

  1. August 26, 2020
  2. August 23, 2020

July 2020

  1. Share on X (Opens in new window) X
  2. July 6, 2020
  3. Forcing as a computational process

June 2020

  1. Categorical-cardinals-Slides-CUNY-Set-Theory-Seminar-June-2020
  2. Infinite-Chess-TMWYF-2020 Slides.pdf
  3. June 17, 2020
  4. Philosophy of Mathematics, graduate lecture seminar, Oxford, Trinity term 2020

May 2020

  1. Download
  2. Oxford Set Theory Seminar
  3. May 9, 2020
  4. Share on X (Opens in new window) X
  5. May 4, 2020

April 2020

  1. Proof and the Art of Mathematics
  2. April 27, 2020
  3. April 2, 2020

February 2020

  1. Bi-interpretation-in-set-theory-Bristol-2020
  2. February 24, 2020
  3. February 8, 2020

January 2020

  1. Slides Linearity-in-hierarchy-of-consistency-strength-Madison-Jan-2021
  2. January 22, 2020
  3. Bi-interpretation in weak set theories
  4. January 7, 2020

2019 28

December 2019

  1. Share on X (Opens in new window) X
  2. Modal model theory

September 2019

  1. The $\Sigma_1$-definable universal finite sequence
  2. September 25, 2019
  3. September 20, 2019

August 2019

  1. Set theoretic mereology as a foundation of mathematics CLMPST Prague 2019.pdf

July 2019

  1. Introducing modal model theory

June 2019

  1. Turing’s theory of computation – Oxford Cambridge Club 2019.pdf
  2. Computational self-reference and the universal algorithm QMUL 2019.pdf
  3. June 2, 2019
  4. June 2, 2019
  5. June 2, 2019

May 2019

  1. Slides: Is there more than one mathematical universe

April 2019

  1. April 30, 2019
  2. April 15, 2019
  3. April 14, 2019
  4. April 11, 2019
  5. April 8, 2019

March 2019

  1. Share on X (Opens in new window) X
  2. March 20, 2019

February 2019

  1. Lecture notes – Must every number be definable? Norwich Feb 2019
  2. February 19, 2019
  3. Share on X (Opens in new window) X
  4. Potentialism Oxford Jowett Society 2019.pdf

January 2019

  1. http://jdh.hamkins.org/potentialism-and-implicit-actualism-in-the-foundations-of-mathematics-jowett-society-oxford-february-2019
  2. Share on X (Opens in new window) X
  3. The rearrangement number
  4. January 4, 2019

2018 43

December 2018

  1. My lecture notes

November 2018

  1. November 26, 2018
  2. November 26, 2018
  3. November 26, 2018
  4. November 9, 2018

October 2018

  1. Universal finite sequence and universal finite set.pdf

September 2018

  1. September 29, 2018
  2. September 21, 2018
  3. September 21, 2018
  4. September 20, 2018
  5. September 10, 2018
  6. Set theoretic Mereology talk.pdf

August 2018

  1. August 30, 2018
  2. August 29, 2018
  3. August 17, 2018
  4. August 13, 2018
  5. August 6, 2018

July 2018

  1. July 30, 2018
  2. A new proof of the Barwise extension theorem
  3. July 23, 2018
  4. July 1, 2018

June 2018

  1. June 16, 2018
  2. Share on X (Opens in new window) X

May 2018

  1. May 27, 2018
  2. May 17, 2018
  3. Fun with orthoprojections!

April 2018

  1. Open and clopen determinacy for proper class games, VCU MAMLS April 2017
  2. April 22, 2018
  3. April 16, 2018
  4. April 8, 2018
  5. The exact strength of the class forcing theorem
  6. The universal algorithm
  7. Slides: Set-theoretic potentialism and universal finite set SLS 2018

March 2018

  1. March 27, 2018
  2. Upward countable closure in the generic multiverse of forcing to add a Cohen real
  3. March 19, 2018
  4. March 6, 2018
  5. March 6, 2018
  6. March 3, 2018

February 2018

  1. February 1, 2018

January 2018

  1. The subseries number
  2. January 23, 2018
  3. http://jdh.hamkins.org/arithmetic-potentialism-and-the-universal-algorithm

2017 63

December 2017

  1. December 31, 2017
  2. December 27, 2017
  3. December 26, 2017
  4. December 24, 2017
  5. http://jdh.hamkins.org/set-theoretic-potentialism-ws2018
  6. December 24, 2017
  7. December 20, 2017
  8. Cheryl’s rational gifts
  9. December 31 draft
  10. January 2 draft
  11. January 2 draft b
  12. January 2 draft c
  13. January 3 draft
  14. January 7 draft
  15. January 24 draft
  16. Ouroboros Bonn 2018 Conference Poster
  17. Self reference in the universal algorithm Bonn 2018 4.pdf
  18. Universal algorithm and universal finite set Prague 2018.pdf
  19. Potentialism Tutorial Winter School Hejnice 2018.pdf

November 2017

  1. Share on X (Opens in new window) X
  2. November 10, 2017

September 2017

  1. September 18, 2017
  2. September 9, 2017
  3. set-theoretic potentialism
  4. Share on X (Opens in new window) X
  5. Hierarchy of second order theories Hamkins Luminy 2017 2.pdf

August 2017

  1. August 26, 2017
  2. August 22, 2017
  3. August 10, 2017
  4. August 7, 2017

July 2017

  1. July 28, 2017
  2. July 23, 2017

June 2017

  1. June 22, 2017
  2. June 5, 2017
  3. The universal definition — it can define any mathematical object you like, in the right set-theoretic universe

May 2017

  1. The universal algorithm: a new simple proof of Woodin’s theorem
  2. May 12, 2017
  3. May 12, 2017
  4. May 11, 2017
  5. May 6, 2017

April 2017

  1. April 29, 2017
  2. The inclusion relations of the countable models of set theory are all isomorphic
  3. April 13, 2017
  4. April 10, 2017
  5. Share on X (Opens in new window) X
  6. Share on X (Opens in new window) X

March 2017

  1. March 28, 2017
  2. Share on X (Opens in new window) X
  3. March 4, 2017

February 2017

  1. February 27, 2017
  2. The Implicitly constructible universe
  3. February 25, 2017
  4. February 11, 2017
  5. VCU MAMLS 2017.pdf

January 2017

  1. January 27, 2017
  2. Bonn Logic Seminar 2017.pdf
  3. January 12, 2017
  4. Class forcing and second-order arithmetic
  5. January 10, 2017
  6. Evans-Hamkins 2014
  7. January 3, 2017
  8. Regula Krapf dissertation defense slides.pdf
  9. Infinite Chess Bonn 2017.pdf

2016 45

December 2016

  1. December 8, 2016
  2. December 4, 2016

November 2016

  1. November 26, 2016
  2. November 14, 2016
  3. November 8, 2016
  4. November 3, 2016

October 2016

  1. Harvard Logic Colloquium 2016.pdf
  2. October 10, 2016

September 2016

  1. Share on X (Opens in new window) X
  2. Share on X (Opens in new window) X
  3. September 11, 2016

August 2016

  1. August 28, 2016
  2. August 24, 2016
  3. August 9, 2016
  4. Set theoretic potentialism Kyoto 2016.pdf

July 2016

  1. July 29, 2016
  2. July 29, 2016

June 2016

  1. June 28, 2016
  2. Share on X (Opens in new window) X
  3. Drunk Science: Infinity, special guest, June 23, 2016
  4. June 18, 2016
  5. The Vopěnka principle is inequivalent to but conservative over the Vopěnka scheme
  6. June 1, 2016
  7. Pluralism inspired mathematics.pdf

May 2016

  1. Share on X (Opens in new window) X
  2. May 20, 2016
  3. May 10, 2016
  4. May 1, 2016

April 2016

  1. April 30, 2016
  2. Share on X (Opens in new window) X
  3. April 26, 2016
  4. April 16, 2016
  5. April 11, 2016
  6. Same structure different truth CSLI 2016 Stanford.pdf

March 2016

  1. Every function can be computable!
  2. March 25, 2016
  3. Share on X (Opens in new window) X
  4. March 17, 2016
  5. Set Theory Day at the CUNY Graduate Center, March 11, 2016
  6. March 4, 2016
  7. Open determinacy for class games
  8. The resurrection axioms and uplifting cardinals

February 2016

  1. Open determinacy for games on the ordinals, Torino, March 2016
  2. February 22, 2016

January 2016

  1. January 21, 2016

2015 66

December 2015

  1. December 14, 2015

November 2015

  1. $\of$ is decidable
  2. Survey of Logic for Philosophers
  3. Share on X (Opens in new window) X
  4. Share on X (Opens in new window) X
  5. Upward closure and amalgamation in the generic multiverse of a countable model of set theory
  6. Colloquium talk at Vassar

October 2015

  1. A position in infinite chess with game value $\omega^4$
  2. talk at CUNY

September 2015

  1. Open determinacy for games on the ordinals is stronger than ZFC, CUNY Logic Workshop, October 2015
  2. September 23, 2015
  3. September 22, 2015
  4. Different models of set theory with same $\of$

August 2015

  1. Upward closure in the generic multiverse of a countable model of set theory, RIMS 2015, Kyoto, Japan
  2. August 15, 2015
  3. August 1, 2015
  4. CFTM 2015 extended abstract
  5. Universality and embeddability amongst the models of set theory CTFM Japan 2015.pdf

July 2015

  1. July 3, 2015
  2. Determinacy for proper-class clopen games is equivalent to transfinite recursion along proper-class well-founded relations

June 2015

  1. Open determinacy for proper class games implies Con(ZFC) and much more
  2. June 15, 2015
  3. Erin Carmody
  4. Hypnagogic Digraph JMM Seattle 2016.pdf
  5. Erin Carmody Dissertation.pdf

May 2015

  1. May 27, 2015
  2. May 22, 2015
  3. May 15, 2015
  4. May 12, 2015
  5. Absolute truth about non absolute truth JAF CUNY 2015.pdf
  6. Weakly compact embedding property CMU 2015.pdf

April 2015

  1. I know you know I know you know.pdf
  2. Share on X (Opens in new window) X
  3. April 25, 2015
  4. Share on X (Opens in new window) X
  5. April 21, 2015
  6. April 21, 2015
  7. April 18, 2015
  8. April 16, 2015
  9. April 6, 2015

March 2015

  1. March 8, 2015
  2. Article
  3. March 2, 2015

February 2015

  1. February 27, 2015
  2. February 24, 2015
  3. Comment Board
  4. February 21, 2015
  5. February 14, 2015

January 2015

  1. January 29, 2015
  2. January 28, 2015
  3. Ehrenfeucht’s lemma in set theory
  4. Incomparable $\omega_1$-like models of set theory
  5. Lecture 1 notes by a student
  6. Lecture 2 notes by a student
  7. Lecture 4 student notes
  8. Lecture 5 student notes
  9. Lecture 6 student notes
  10. Lecture 7 students notes
  11. Lecture 8 student notes
  12. Lecture 9 student notes
  13. Lecture 10 student notes
  14. Lecture 11 students notes
  15. Lecture 12 student notes
  16. Lecture 13 student notes
  17. Lecture 14 student notes
  18. Complete sets of connectives for generalized Łukasiewicz logics

2014 51

December 2014

  1. Infinite Chess U Conn Dec 2014.pdf
  2. December 3, 2014

November 2014

  1. November 28, 2014
  2. Infinite Chess VCU 2014.pdf
  3. Upward closure in the toy multiverse of all countable models of set theory
  4. Satisfaction is not absolute

October 2014

  1. Share on X (Opens in new window) X
  2. Transfinite recursion as a fundamental principle
  3. Share on X (Opens in new window) X

September 2014

  1. September 18, 2014
  2. September 17, 2014
  3. September 17, 2014
  4. September 5, 2014
  5. September 2, 2014

August 2014

  1. August 25, 2014
  2. August 25, 2014
  3. August 22, 2014
  4. Pluralist perspective on VL Notre Dame October 20141.pdf

July 2014

  1. July 23, 2014
  2. July 18, 2014
  3. July 2, 2014
  4. Large cardinals not large in HOD Hamkins Luminy 2014.pdf

June 2014

  1. June 30, 2014

May 2014

  1. May 31, 2014
  2. May 31, 2014
  3. math for seven-year-olds
  4. May 19, 2014
  5. May 19, 2014
  6. May 15, 2014
  7. KM implies Con(ZFC) and much more
  8. a kit of my original uncolored pages

April 2014

  1. April 1, 2014
  2. April 1, 2014
  3. April 1, 2014
  4. Higher infinity and Foundations of Mathematics AAAS PD General Public Lecture 2014.pdf
  5. Slides Hamkins BEST 2014 Riverside.pdf
  6. Tutorial lecture notes

March 2014

  1. March 23, 2014
  2. March 15, 2014
  3. March 12, 2014
  4. Rutgers talk
  5. Infinite Chess Bonn 2014.pdf

January 2014

  1. CUNY talk
  2. Slides (8mb)
  3. January 22, 2014
  4. January 18, 2014
  5. Embeddability amongst the countable models of set theory.pdf
  6. January 4, 2014
  7. January 4, 2014
  8. Slides ASL 2014 Boulder.pdf
  9. MathFest Program/schedule

2013 61

November 2013

  1. Share on X (Opens in new window) X
  2. Share on Facebook (Opens in new window) Facebook
  3. Rubik's cube competition, CSI, November 14, 2013
  4. November 4, 2013
  5. November 3, 2013
  6. Share on X (Opens in new window) X

October 2013

  1. Share on X (Opens in new window) X
  2. October 24, 2013
  3. October 21, 2013
  4. October 15, 2013
  5. Swarthmore Hamkins 10 08 2013 web.pdf
  6. October 6, 2013

September 2013

  1. The role of the axiom of foundation in the Kunen inconsistency
  2. September 4, 2013
  3. The multiverse perspective in set theory (Slides)

August 2013

  1. August 28, 2013
  2. August 28, 2013
  3. August 26, 2013
  4. August 20, 2013
  5. August 18, 2013
  6. August 17, 2013

July 2013

  1. Article
  2. July 10, 2013
  3. July 1, 2013

June 2013

  1. June 30, 2013
  2. Share on X (Opens in new window) X
  3. June 26, 2013
  4. Share on X (Opens in new window) X
  5. June 25, 2013
  6. June 17, 2013
  7. Shanghai 2013 Multiverse talk.pdf
  8. June 10, 2013
  9. Share on Facebook (Opens in new window) Facebook
  10. Share on X (Opens in new window) X
  11. announcement flyers

May 2013

  1. May 25, 2013
  2. Algebraicity and implicit definability in set theory
  3. May 23, 2013
  4. Math for six-year-olds: Win at Nim!
  5. May 18, 2013
  6. May 18, 2013
  7. Playful Paradox with large numbers, infinity and logic
  8. May 18, 2013
  9. Share on X (Opens in new window) X
  10. my father, who was a mechanical engineer
  11. My younger brother Jon’s eulogy
  12. Share on X (Opens in new window) X

April 2013

  1. Share on X (Opens in new window) X
  2. April 16, 2013
  3. April 15, 2013
  4. April 13, 2013

March 2013

  1. March 27, 2013
  2. March 25, 2013
  3. The set-theoretical multiverse
  4. March 16, 2013

February 2013

  1. February 20, 2013
  2. The multiverse perspective on the axiom of constructibility
  3. February 7, 2013
  4. February 4, 2013
  5. Konstantinos Tsaprounis

January 2013

  1. CUNY talk

2012 55

December 2012

  1. The use and value of MathOverflow
  2. December 5, 2012

November 2012

  1. November 29, 2012
  2. November 8, 2012
  3. November 8, 2012
  4. GC Philosophy 2012 Multiverse talk.pdf

October 2012

  1. October 9, 2012

September 2012

  1. Share on X (Opens in new window) X
  2. September 21, 2012
  3. Share on Facebook (Opens in new window) Facebook
  4. Share on X (Opens in new window) X
  5. The least weakly compact cardinal can be unfoldable, weakly measurable and nearly $\theta$-supercompact, New York, September 14, 2012
  6. September 12, 2012
  7. Share on X (Opens in new window) X
  8. September 4, 2012
  9. A question for the math oracle (pdf)

August 2012

  1. August 28, 2012
  2. August 27, 2012
  3. August 13, 2012
  4. August 13, 2012
  5. August 13, 2012
  6. August 13, 2012
  7. August 12, 2012
  8. Jonas Reitz
  9. August 11, 2012
  10. August 10, 2012
  11. August 8, 2012

July 2012

  1. Structural connections between a forcing class and its modal logic

June 2012

  1. Article
  2. June 26, 2012
  3. June 4, 2012
  4. June 4, 2012
  5. Infinite Chess short talk.pdf
  6. Comp equiv Talk 30 min.pdf

May 2012

  1. The mate-in-$n$ problem of infinite chess is decidable

April 2012

  1. April 30, 2012
  2. April 28, 2012
  3. list of my articles on automorphism towers
  4. Bristol 2012 Pointwise Definability Talk.pdf
  5. AutoTowers Bristol 2012.pdf
  6. April 12, 2012
  7. Infinitary Computability
  8. April 6, 2012
  9. April 6, 2012
  10. April 6, 2012

March 2012

  1. March 23, 2012
  2. March 22, 2012
  3. Is the dream solution of the continuum hypothesis possible to achieve?
  4. March 10, 2012
  5. March 6, 2012
  6. Comp equiv Talk 30 min.pdf
  7. Comp equiv Talk.pdf
  8. Infinite Chess talk.pdf

February 2012

  1. February 22, 2012

January 2012

  1. January 4, 2012

2011 89

November 2011

  1. November 12, 2011
  2. Share on X (Opens in new window) X
  3. November 3, 2011
  4. Share on X (Opens in new window) X
  5. Tutorial lecture notes

October 2011

  1. Vienna 2011 Multiverse talk 1.pdf
  2. related talk Florida MAMLS 2012
  3. Share on X (Opens in new window) X
  4. October 13, 2011
  5. October 6, 2011

September 2011

  1. September 28, 2011
  2. September 27, 2011
  3. September 27, 2011
  4. Article
  5. Set-theoretic geology
  6. September 25, 2011
  7. Generalizations of the Kunen inconsistency
  8. September 25, 2011
  9. September 25, 2011
  10. September 25, 2011
  11. September 25, 2011
  12. September 25, 2011
  13. September 25, 2011
  14. September 25, 2011
  15. September 25, 2011
  16. September 25, 2011
  17. September 25, 2011
  18. September 25, 2011
  19. September 25, 2011
  20. September 25, 2011
  21. September 25, 2011
  22. earlier work
  23. September 25, 2011
  24. September 25, 2011
  25. September 25, 2011
  26. September 25, 2011
  27. September 25, 2011
  28. September 25, 2011
  29. September 25, 2011
  30. September 25, 2011
  31. September 25, 2011
  32. September 25, 2011
  33. September 25, 2011
  34. September 25, 2011
  35. Extensions with he approximation and cover properties have no new large cardinals
  36. September 25, 2011
  37. September 25, 2011
  38. A simple maximality principle
  39. September 25, 2011
  40. September 25, 2011
  41. September 25, 2011
  42. September 25, 2011
  43. September 25, 2011
  44. September 25, 2011
  45. September 25, 2011
  46. September 25, 2011
  47. September 25, 2011
  48. September 25, 2011
  49. September 25, 2011
  50. September 25, 2011
  51. September 25, 2011
  52. September 25, 2011
  53. September 25, 2011
  54. September 25, 2011
  55. September 25, 2011
  56. September 25, 2011
  57. September 25, 2011
  58. Superdestructibility: A Dual to Laver’s Indestructibility
  59. Small forcing makes any cardinal superdestructible
  60. September 25, 2011
  61. September 25, 2011
  62. September 25, 2011
  63. September 25, 2011
  64. September 25, 2011
  65. September 25, 2011
  66. September 25, 2011
  67. September 22, 2011
  68. The multiverse perspective on determinateness in set theory
  69. Lifting and extending measures; fragile measurability

July 2011

  1. my talk at the Asian Initiative for Infinity: Workshop on Infinity and Truth
  2. July 22, 2011
  3. Visiting Professor
  4. July 1, 2011
  5. London 2011 tutorial on set-theoretic geology

June 2011

  1. June 30, 2011
  2. June 30, 2011

April 2011

  1. April 22, 2011

March 2011

  1. Young Set Theory Workshop 2011 in Bonn

January 2011

  1. January 9, 2011

2010 1

June 2010

  1. June 5, 2010

2009 2

June 2009

  1. June 6, 2009

March 2009

  1. Kakuda 2009 talk

2008 2

June 2008

  1. June 1, 2008
  2. Research in Set Theory

2007 2

June 2007

  1. June 30, 2007

April 2007

  1. April 6, 2007

2006 2

September 2006

  1. September 30, 2006

April 2006

  1. NWO-sponsored Bezoekersbeurs

2005 2

September 2005

  1. September 30, 2005
  2. September 30, 2005

2004 2

September 2004

  1. September 30, 2004

May 2004

  1. May 6, 2004

2003 3

September 2003

  1. September 30, 2003

August 2003

  1. August 31, 2003
  2. Share on X (Opens in new window) X

2002 2

October 2002

  1. October 6, 2002

September 2002

  1. September 30, 2002

2001 2

September 2001

  1. September 30, 2001
  2. September 30, 2001

2000 2

October 2000

  1. October 6, 2000

September 2000

  1. September 30, 2000

1999 4

October 1999

  1. October 1, 1999

July 1999

  1. July 15, 1999
  2. Share on X (Opens in new window) X

June 1999

  1. June 30, 1999

1998 2

September 1998

  1. September 30, 1998

January 1998

  1. January 1, 1998

1997 2

October 1997

  1. October 1, 1997

September 1997

  1. September 30, 1997

1996 2

September 1996

  1. September 30, 1996
  2. September 30, 1996

1994 1

October 1994

  1. October 6, 1994