Dr. Baylee Schutte
Dr. Baylee Schutte
Postdoc, Mathematics
Freie Universität Berlin (FUB)
Postdoc, Mathematics
Freie Universität Berlin (FUB)
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As of April 2026, I will be a BMS Dirichlet postdoctoral fellow based at FUB. Currently, I am a research fellow at FUB under the mentorship of Pavle Blagojević, where I am a member of the Cluster of Excellence MATH+ and the Discrete Geometry and Topological Combinatorics research group.
As of April 2026, I will be a BMS Dirichlet postdoctoral fellow based at FUB. Currently, I am a research fellow at FUB under the mentorship of Pavle Blagojević, where I am a member of the Cluster of Excellence MATH+ and the Discrete Geometry and Topological Combinatorics research group.
Before that, I did my PhD at the University of Aberdeen with Mark Grant. You can read a copy of my PhD thesis here.
Before that, I did my PhD at the University of Aberdeen with Mark Grant. You can read a copy of my PhD thesis here.
I'm a geometrically-minded algebraic topologist; my research interests include line fields on manifolds and various differential topology questions which can be tackled using e.g., obstruction theory.
I'm a geometrically-minded algebraic topologist; my research interests include line fields on manifolds and various differential topology questions which can be tackled using e.g., obstruction theory.
More specifically, I am interested in:
Projective span
Decompositions of vector bundles
Twisted Steenrod representability
Topological rigidity of the Wall manifolds
Schwarzenberger-like conditions for bundles over complex Grassmannians
Hyperplane mass partition problems via equivariant obstruction theory
Here is my unabridged CV and my abridged CV as of 03.12.2025.
Upcoming Activities:
Upcoming Activities:
Girls' Day, FU Berlin (23 April 2026)
Invited talk, Obeserminar Topologie, University of Münster, 4 May 2026
Conference: Interactions between higher algebra, manifolds and functor calculus (Bonn, 18-22 May 2026)
WIT V, The Institute of Science and Technology Austria (25-29 January 2027)
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