Adjunct and emeritus professors

NameContactResearch Interests
Brewster, Richard
Adjunct
Office: NA
Discrete mathematics; theoretical computer science; computational complexity; graph theory; polynomial time algorithms and good characterizations; graph homomorphisms and colouring problems; domination problems; graph packings and matchings; local search heuristics and discrete optimization.
Currie, James
Adjunct
Office: NA
Dejean's conjecture, Abelian patterns.
Hewgill, Denny
Emeritus
Office: NA
Illner, Reinhard
Emeritus
Office: DTB-A546
Mathematical physics, fluid dynamics, kinetic theory of gases, statistical mechanics, partial differential equations, industrial mathematics.
Leeming, David
Emeritus
Office: DTB-A553
Approximation theory, Euler and Bernoulli polynomials
Miller, Gary
Emeritus
Office: NA
Moody, Robert
Adjunct
Office: NA
Theory of Lie groups and Lie algebras, vertex operator representations, aperiodic order as manifested in quasicrystals.
Oellermann, Ortrud
Adjunct
Office: NA
Graph theory with emphasis on distance notions in graphs including graph convexity, graph connectivity and the path partition conjecture for oriented graphs.
Phillips, John
Emeritus
Office: DTB-A546
Operator algebras, operator theory.
Reed, Bill
Emeritus
Office: NA
Mathematical bioeconomics, resource modelling, optimization models in fisheries and forestry, applied statistics in resource management and biology.
Sniatycki, Jedrzej
Adjunct
Office: NA
Symplectic geometry; Differential Spaces; Hamiltonian mechanics; Non-holonomic constraints; Geometric quantization; Multisymplectic systems; Yang-Mills theory;
Sourour, Ahmed
Emeritus
Office: DTB-A553
Functional analysis, operator theory, linear algebra.
Srivastava, Hari M.
Emeritus
Office: DTB-A448
Real and complex analysis, fractional calculus and its applications, integral equations and transforms, higher transcendental functions and their applications, q-Series and q-Polynomials, analytic number theory
Sun, Zheng
Adjunct
Office: NA
van den Driessche, Pauline
Emeritus
Office: DTB-A448
Aspects of stability in biomathematical models and matrix analysis. Mathematical biology, especially models in epidemiology and ecology. Matrix analysis, especially stability and combinatorial matrix analysis.
Wu, Zheng
Adjunct
Office: COR-A307
Demography, family, immigration, population health, applied statistics
Wyeth, Margaret
Emeritus
Office: NA
Zwiers, Francis
Adjunct
Office: NA
Application of statistical methods to the analysis of observed and simulated climate variability and change.