Algebra and Number Theory

Faculty Subject
Francesco Cellarosi Limit theorems for exponential sums, random processes of number-theoretical origin, Mobius randomness law
Ivan Dimitrov Lie algebras and Lie superalgebras: representations and structure
Ernst Kani Diophantine geometry, algebraic geometry, number theory, cryptography, modular forms
Ram Murty Number theory, cryptography, automorphic forms,representation theory and spectral graph theory
Mike Roth Algebraic geometry, Diophantine geometry, Moduli spaces of maps and curves, Vector bundles
Greg Smith Algebraic Geometry, Algebra, and Computational Methods
Claude Tardif Graph Theory, Theoretical Computer Science
David Wehlau Invariant Theory. Algebraic Groups
Noriko Yui Arithmetic algebraic geometry, Calabi-Yau varieties and mirror symmetry, modularity, modular forms, the Monster and related topics, Inverse Galois Theory

Analysis, Geometry, and Topology

Faculty Subject
Thomas Bartelme Dynamical systems, hyperbolic geometry, Riemann-Finsler geometry, ergodic geometry, low-dimensional topology
Serban Belinschi Noncommutative probability, random matrices, operator algebras, complex variables
Oleg Bogoyavlenskij Dynamical systems, partial differential equations
Pietro-Luciano Buono Dynamical Systems, Symmetric Bifurcation Theory, Delay-Differential Equations, Applications to Biology
Francesco Cellarosi Applications to quantum mechanics, dynamical systems, ergodic theory, homogeneous dynamics
Andrew Lewis Geometric control theory, differential geometry, geometric functional analysis
Abdol-Reza Mansouri Sub-Riemannian geometry, geometric control theory, stochastic analysis and Malliavin calculus
Jamie Mingo Operator algebras,noncommutative probability, random matrices, K-theory of operator algebras
Dan Offin Dynamical systems, Hamiltonian and Celestial mechanics, symplectic geometry, variational methods on manifolds
Roland Speicher Operator algebras, non-commutative and free probability theory (in particular, its probabilistic and combinatorial aspects and its relation with problems in physics), random matrices
Noriko Yui Calabi-Yau manifolds, Mirror symmetry, Mirror maps, Picard-Fuchs differential equations, monodromy

Mathematical Biology


Faculty Subject
Peter Taylor Evolution of social behaviour in structured populations, inclusive fitness theory. Math Education: curriculum development , inquiry-based learning
Troy Day Evolutionary ecology, stability of dynamical systems, life history theory, inclusive fitness, structured populations, epidemiology
Bill Nelson Theoretical biology, population dynamics, stage-structured populations, experimental ecology and evolution



Contact Info

Department of Math & Stats
Jeffery Hall, 48 University Ave.
Kingston, ON Canada, K7L 3N6
Phone: (613) 533-2390
Fax: (613) 533-2964
mathstat@mast.queensu.ca
Office Hours: 8:30am-12:00pm & 1:00pm-4:30pm

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