William Chan
Postdoctoral Research Associate
University of North Texas
Department of Mathematics
Email: william.chan@unt.edu
Education
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PhD, California Institute of Technology, 2017
Major: Mathematics
Dissertation: Aspects of Definability for Equivalency Relations
Teaching
Teaching Experience
- MATH 2730 - Multivariable Calculus, 1 course.
- MATH 3510 - Abstract Algebra I, 1 course.
- MATH 4500 - Introduction to Topology, 1 course.
- MATH 5600 - Introduction to Topology, 1 course.
- MATH 5900 - Special Problems, 1 course.
- MATH 6010 - Topics in Logic and Foundations, 1 course.
University of North Texas
Research
Published Intellectual Contributions
- Trang, N., Jackson, S.C., Chan, W. (2023). More definable combinatorics around the first and second uncountable cardinal. Journal of Mathematical Logic. 23 (03) World Scientific.
- Jackson, S.C., Chan, W. (2021). Definable Combinatorics at the First Uncountable Cardinal. Transactions of the American Mathematical Society. 374 (3) 2035-2056.
- Trang, N., Jackson, S.C., Chan, W. (2021). The size of the class of countable sequences of ordinals. Transactions of the American Mathematical Society. https://www.ams.org/journals/tran/0000-000-00/S0002-9947-2021-08573-6/
- Jackson, S.C., Chan, W. (2021). The destruction of the Axiom of Determinacy by forcings on R when Theta is regular.. Israel Journal of Mathematics. 241 119-138.
- Jackson, S.C., Chan, W. (2019). L(R) with Determinacy Satisfies the Suslin Hypothesis. Advances in Mathematics. 346 305-328. Elsevier.