McMaster University will continue to host undergraduate academic activities remotely for the Spring/Summer/Intersession term with only a few exceptions for courses that need student access to specialized equipment.

Actuarial and Financial Mathematics

Nonlinear partial differential equations, mathematical physics

Order statistics, distribution theory

Gauge theory, knots and 3-manifolds

Epidemiology, ecology, applied statistics, Mixed models, environmental science

Solid mechanics, optimal design, scientific computing

Computational statistics

Statistical inference, order statistics, outliers

Mathematics Education

Logic, model theory, model theory of fields

Epidemiology, ecology, evolutionary game theory

Stochastic processes, interacting particle systems

Combinatorial stochastic processes, random trees

Number Theory

Fourier analysis, functional analysis

Financial mathematics, mathematical physics, information geometry

Algebraic and geometric topology

Symplectic geometry, algebraic geometry

Model theory and mathematical logic

Mathematical Logic, Model theoretic algebra

Stochastic models, genetics and medicine, probability bounds

Financial mathematics, quantum fields

Multi-omic data analysis, hierarchical models, computational statistics, Bayesian statistics.

Math Education and Algebraic Geometry

Applied mathematics, turbulent fluid flow, wavelet methods

Differential Geometry, Applications, and Mathematics Education

Financial mathematics

Geometric Analysis and Partial Differential EquationsÂ

Classification, clustering, computational statistics, data science, machine learning, mixture models

Data science, evolutionary algorithms, high-dimensional problems, machine learning, mixture models

Partial differential equations, nonlinear optics, solitons

Financial Mathematics

Applied mathematics, fluids & turbulence

Combinatorial Algebraic Geometry and Commutative Algebra

Game Theory, Differential Games, Pursuit-Evasion Differential Games, Numerical Analysis (root findings), Probabilistic Normed Spaces

Harmonic analysis, partial differential equations and function theory

Mathematical Logic, Model theory and real analytic geometry

Mathematical logic and universal algebra

Commutative algebra, algebraic geometry, and algebraic combinatorics

Differential geometry, geometric analysis

Dynamical systems, bifurcation theory, population dynamics, mathematical ecology and epidemiology