Gabriel Currier
Student
Doctor of Philosophy in Mathematics (PhD)
Mathematicians use theoretical and computational methods to solve a wide range of problems from the most abstract to the very applied. UBC's mathematics graduate students work in many branches of pure and applied mathematics.
Name | Research Interests |
---|---|
Hermon, Jonathan | probability theory; Markov chains and the cutoff phenomenon; particle systems; percolation |
Holmes-Cerfon, Miranda | Mathematical modelling and simulation; Computational methods in statistics; Numerical analysis; Thermodynamics and statistical physics |
Karu, Kalle | Algebraic geometry, toric varieties, log geometry, combinatorics of fans and posets |
Kenne, Steve Cyrille | Calculus of variations, systems theory and control theory; Partial and ordinary differential equations; Mathematical biology; Optimal control theory; Partial Differential Equations; Multiscale modelling of infectious diseases |
Kim, Young-Heon | Partial Differential Equations and Geometry |
Laba, Izabella | Harmonic analysis, geometric measure theory and additive combinatorics |
Li, Yue-Xian | Calcium signalling in neuroendocrine cells Fertilization calcium waves in oocytes |
Loewen, Philip | Mathematical optimization; Calculus of Variations; Optimal Control; optimization; Machine Learning |
MacDonald, Colin | List of publications; The Closest Point Method: a new method for PDEs on surfaces; Time-stepping for PDEs: constructing Runge-Kutta methods, strong-stability-preserving methods (visit the SSP Site); WENO spatial discretizations; The Predicted Sequential Regularization Method; List of talks and presentations. |
Madzwamuse, Anotida | |
Marcus, Brian Harry | Coding and information theory, symbolic dynamics, ergodic theory and dynamical systems |
Martin, Gregory | Number theory, Diophantine Approximation and Classical Analysis |
Murugan, Mathav | 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 |
Ollivier, Rachel | Langlands Programme, a central theme in pure mathematics which predicts deep connections between number theory and representation theory; |
Ortner, Christoph | Numerical analysis; Mathematical modelling and simulation; Partial and ordinary differential equations; Computational chemistry; Condensed matter modelling and density functional theory; Numerical modelling and mechanical characterisation; Numerical Analysis & Scientific Computing; Applied Analysis; Multi-scale Modelling and Coarse-graining; Molecular Simulation; Scientific Machine-learning, in particular for applications in multi-scale modelling |
Peirce, Anthony | Scientific computing, nonlinear dynamics and applied partial differential equations |
Picard, Sebastien | Differential geometry |
Plan, Yaniv | applied probability, high-dimensional inference, random matrix theory, compressive sensing, and matrix completion. |
Pramanik, Malabika | Harmonic analysis, partial differential equations, several complex variables |
Ramdorai, Sujatha | Algebraic theory of quadratic forms, non-cummutative Iwasawa theory, motives |
Rechnitzer, Andrew | Enumerative combinatorics, Simulation of combinatorial objects, Lattice statistical mechanics |
Reichstein, Zinovy | Group theory and generalisations; Algebra; Algebraic groups; algebraic geometry |
Robeva, Elina | Statistical theory and modeling; Machine learning; Algebra; Algebraic statistics; Graphical Models; Tensor decomposition; Causality; Applied algebraic geometry; Shape-constrained density estimation; Tensor networks |
Saffirio, Chiara | kinetic theory, scaling limits in interacting particle systems, semiclassical analysis and theoretical aspects of partial differential equations |
Schiebinger, Geoffrey | Genomics; Mathematics and statistics; Applied & Theoretical Statistics; Computational Genomics; data science; Genetics; Genome Sciences; Machine Learning; Measurement technologies; Models Inference and Algorithms; Single-cell RNA sequencing; Theory of Statistics |