Maxwell Levine

About Me

I am a currently a postdoc in set theory at the University of Freiburg. Here is my curriculum vitae.

Unthreadability with Small Conditions, preprint.
On Compactness of Weak Square at Singulars of Uncountable Cofinality, preprint.
Distributivity and Minimality in Perfect Tree Forcings for Singular Cardinals (with Heike Mildenberger), to appear in Israel Journal of Mathematics.
Trees and Stationary Reflection at Double Successors of Regular Cardinals (with Thomas Gilton and Šárka Stejskalová), to appear in Journal of Symbolic Logic.
Patterns of Stationary Reflection (with Sy-David Friedman), Israel Journal of Mathematics, 249(1):1-35, 2022.
Squares and Uncountably Singularized Cardinals (with Dima Sinapova), Fundamenta Mathematicae, 253(3):277-296, 2021.
Partitioning a Reflecting Stationary Set (with Assaf Rinot), Proceedings of the American Mathematical Society, 148(8):3551-3565, 2020.
The Semi-Weak Square Principle, Annals of Pure and Applied Logic, 170(11):102713, 2019.
Stationary Sets Added When Forcing Squares, Archive for Mathematical Logic, 57(7):909-916, 2018.
Weak Squares and Very Good Scales, Journal of Symbolic Logic, 83(1):1-12, 2018.

Courses taught at the University of Freiburg include: Large Cardinals in Set Theory, Knot Theory (student seminar), and Models of Peano Arithmetic.
Courses taught at the University of Illinois at Chicago include: Intermediate Algebra, Calculus I, Calculus II, Calculus III, Calculus for Business, and Elementary Linear Algebra.