Jing Zhang
Jing Zhang (张倞)
I'm a postdoc at the University of Toronto. Previously, I spent time in Bar-Ilan University (Israel), Carnegie Mellon University (USA), and National University of Singapore (Singapore).
My research interests are in set theory, including infinite combinatorics, large cardinals, forcing theory etc. But my curiosity in general is broad.
Contact: jingzhan AT alumni dot cmu dot edu
Papers, preprints, or notes
- (with Chris Lambie-Hanson and Assaf Rinot)
Squares, ultrafilters and forcing axioms
- (with Brent Cody and Chris Lambie-Hanson)
Two-cardinal derived topologies, indescribability and Ramseyness
- (with Stevo Todorcevic)
Higher dimensional chain conditions
- (with Frank Tall)
The second-order version of Morley's theorem on
the number of countable models does not require large cardinals, Archive for Mathematical Logic, to appear
- (with Tom Benhamou)
Transferring compactness
- (with Michael Hrušák and Saharon Shelah)
More Ramsey theory for highly connected monochromatic subgraphs, Canadian Journal of Mathematics, to appear
- (with Omer Ben-Neria) Approximating diamond principles on products at an inaccessible cardinal,
Trans. Amer. Math. Soc. 376 (2023), 5923-5948
- (with Assaf Rinot) Complicated colorings, revisited , Annals of Pure and Applied Logic
Volume 174, Issue 4, April 2023, 103243
- (with Omer Ben-Neria) Compactness and Guessing Principles in the Radin Extensions
Journal of Mathematical Logic Vol. 23, No. 02, 2250024 (2023)
- (with Assaf Rinot) Strongest transformations, Combinatorica, volume 43, pages 149–185 (2023)
- (with Shimon Garti) Stationary and Closed Rainbow subsets , Annals of Pure and Applied Logic, Volume 172, Issue 2, 2021
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(with Assaf Rinot) Transformations of the transfinite plane , Forum of Mathematics, Sigma, 9, E16
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Reflection Principles, GCH and the Uniformization Properties Isr. J. Math. (2022). DOI
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Monochromatic Sumset without the Use of Large Cardinals , Fundamenta Mathematicae 250 (2020) , 243-252
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Some Remarks on Uncountable Rainbow Ramsey Theory Proc. Amer. Math. Soc. 151 (2023), 865-880
- Rado's Conjecture and its Baire Version, Journal of Mathematical Logic, Vol. 20, No. 01, 1950015 (2020)
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A Tail Cone Version of the Halpern-Läuchli Theorem at a Large Cardinal, Journal of Symbolic Logic, Volumne 84, Issue 2, pp. 473-496 (2019)
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(with Rupert Hölzl, Dilip Raghavan and Frank Stephan)
Weakly Represented Families in Reverse Mathematics, In: Day A., Fellows M., Greenberg N., Khoussainov B., Melnikov A., Rosamond F. (eds) Computability and Complexity. Lecture Notes in Computer Science, vol 10010. Springer, Cham, Pages 160-187
- (with Kenshi Miyabe and André Nies) Using Almost-Everywhere Theorems from Analysis to Study Randomness, Bulletin of Symbolic Logic, Vol 22, Issue 3, Sept 2016, Pages 305-331. Publisher Version