Projects per year
Personal profile
Biography
Website: http://www.uea.ac.uk/~bfe12ncu/
Follow this link for details of current PhD opportunities in Mathematics. But feel free to email me to discuss projects outside these areas and alternative sources of funding.
Key Research Interests
Set theory, and more specifically infinite combinatorics, large cardinals, forcing, forcing axioms, and their interactions.
Network
Recent external collaboration on country/territory level. Dive into details by clicking on the dots or
Projects
- 4 Finished
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Workshop on Higher Forcing Axioms
London Mathematical Society (The)
1/04/19 → 30/09/19
Project: Research
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High Forcing Axioms: Forcing Axioms for the Uncountable. Newton International Fellowship
Aspero, D. & Karagila, A.
1/03/18 → 31/03/20
Project: Fellowship
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Iterated Forcing with Side Conditions and High Forcing Axioms (DL open)
Engineering and Physical Sciences Research Council
8/08/16 → 7/08/19
Project: Research
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Wieviele reelle Zahlen gibt es?
Asperó, D. & Schindler, R., Mar 2023, In: Mathematische Semesterberichte. 70, p. 1-15 15 p.Research output: Contribution to journal › Article › peer-review
Open AccessFile3 Downloads (Pure) -
Incompatible bounded category forcing axioms
Asperó, D. & Viale, M., 22 Jun 2022, In: Journal of Mathematical Logic. 2250006.Research output: Contribution to journal › Article › peer-review
Open AccessFile2 Downloads (Pure) -
Martin's Maximum++ implies Woodin's axiom (*)
Aspero, D. & Schindler, R., May 2021, In: Annals of Mathematics. 193, 3, p. 793-835 43 p.Research output: Contribution to journal › Article › peer-review
Open AccessFile5 Citations (Scopus)8 Downloads (Pure) -
Dependent choice, properness, and generic absoluteness
Aspero, D. & Karagila, A., Jul 2020, In: The Review of Symbolic Logic. 14, 1, p. 225–249 25 p.Research output: Contribution to journal › Article › peer-review
Open AccessFile2 Citations (Scopus)11 Downloads (Pure) -
Reducibility of equivalence relations arising from non-stationary ideals under large cardinal assumptions
Aspero, D., Hyttinen, T., Kulikov, V. & Moreno, M., Nov 2019, In: Notre Dame Journal for Formal Logic. 60, 4, p. 665-682 18 p.Research output: Contribution to journal › Article › peer-review
Open AccessFile2 Citations (Scopus)15 Downloads (Pure)
Press/Media
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The never-ending infinity story (Apr 2022)
16/04/22
1 item of Media coverage
Press/Media: Press / Media
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Infinity: how many real numbers are there? (Dec 2021)
8/12/21
1 item of Media coverage
Press/Media: Press / Media