Pure mathematics

This class comprises research and experimental development in pure mathematics.
Parent Category
Sub-Categories
Algebra
Number theory
Algebraic and differential geometry
Metric and fractal geometry
Category theory, K theory, homological algebra
Combinatorics and discrete mathematics
Group theory and generalisations
Lie groups, harmonic and Fourier analysis
Foundations, logic, and set theory of mathematics
Modern analysis in mathematics
Differential equations and integral equations in pure mathematics
Classical analysis in pure mathematics
Topology
Pure mathematics, n.e.c.
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亚洲天堂 Researchers conducting research in Pure mathematics

B

Bryan, Jim

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Algebraic and differential geometry; Algebraic geometry, moduli spaces, enumerative invariants related to theoretical physics.

C

Chen, Jingyi

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Algebraic and differential geometry; Differential Geometry, Partial Differential Equations

M

Murugan, Mathav

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Probability theory; Metric and fractal geometry; Differential equations and integral equations in pure mathematics; Metric geometry; potential theory; probability theory and analysis; quasiconformal mappings; Relationship between Markov processes and the geometry of the underlying state space; Quasisymmetric Uniformization; Analysis and diffusions on fractals

R

Reichstein, Zinovy

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Group theory and generalisations; Algebra; Algebraic groups; algebraic geometry

Robeva, Elina

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Statistical theory and modeling; Machine learning; Algebra; Algebraic statistics; Graphical Models; Tensor decomposition; Causality; Applied algebraic geometry; Shape-constrained density estimation; Tensor networks

S

Shmerkin, Pablo

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Metric and fractal geometry; fractal geometry; Harmonic Analysis; ergodic theory; Connections with additive combinatorics and probability

T

Tsai, Tai-Peng

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Differential equations and integral equations in pure mathematics; Partial Differential Equations; Mathematical physics

v

van Willigenburg, Stephanie

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Combinatorics and discrete mathematics; algebraic combinatorics; Coxeter group; quasisymmetric function; Schur functions and generalizations; chromatic symmetric function

W

Walji, Nahid

Faculty of Science

Faculty (non-G+PS member)

Watson, Liam

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Topology; Low-dimensional topology; Khovanov homology; Heegaard Floer homology

Williams, Ben

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Topology; Algebra; Algebraic topology; Motivic homotopy theory; A1 homotopy theory

Z

Zahl, Joshua

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Combinatorics and discrete mathematics; Lie groups, harmonic and Fourier analysis; Harmonic Analysis; Combinatorics; Discrete and Combinatorial Geometry
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Academic Units in Pure mathematics

Department of Mathematics
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French Name
Math茅matiques pures
French Description
Cette classe comprend la recherche et le d茅veloppement exp茅rimental en math茅matiques pures.
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