Nonlinear geometry
Coarse and Lipschitz embeddings, nonlinear classification, and universality phenomena.
Associate Professor · Department of Mathematics · University of North Texas
I work on the linear, asymptotic, and nonlinear geometry of infinite-dimensional Banach spaces.
bunyamin@unt.edu GAB 414
Research
My work connects functional analysis with combinatorics, metric geometry, and descriptive set theory.
Current themes include coarse and Lipschitz embeddings, classification problems for spaces of continuous functions, and the asymptotic structure of Banach spaces.
Coarse and Lipschitz embeddings, nonlinear classification, and universality phenomena.
Spreading models, asymptotic models, subsymmetric sequences, and the Lebesgue property.
Spaces of continuous functions, Banach–Mazur distances, operator ideals, and bases.
Publications
Listed in reverse chronological order.
Teaching
Current course information is also maintained in UNT’s official Faculty Information System.
For official syllabi and the complete teaching record, visit my UNT faculty profile.
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