The UBC Mathematics Department has a strong group in Algebra and Algebraic Geometry which has several faculty members, postdocs, and graduate students and runs a weekly seminar.

Faculty 
Research 
Email^{*} 
Kai Behrend 
Algebraic geometry: moduli problems, algebraic stacks. Foundational questions in DonaldsonThomas theory. Derived geometry and derived symplectic geometry.

behrend 
Jim Bryan 
Algebraic geometry related to high energy physics: moduli spaces, computational DonaldsonThomas and GromovWitten theory, K3 surfaces, CalabiYau threefolds, enumerative geometry.

jbryan 
Sabin Cautis 
Geometric representation theory and algebraic geometry related to questions in categorification, mathematical physics and low dimensional topology, such as the study of knot homologies.

cautis 
Kalle Karu 
Combinatorial algebraic geometry: varieties with torus action, intersection cohomology, algebraic cobordism theory, combinatorics of polytopes and polyhedral complexes.

karu 
Dale Peterson 
Lie theory

peterson 
Zinovy Reichstein 
Algebraic groups and related topics: invariant theory, Galois cohomology, central simple algebras, Lie theory, representation theory.

reichst 
Postdocs 
Research 
Email^{*} 
Uriya First 
Algebraic groups, quadratic and hermitian forms, central simple algebras and their involutions, BruhatTits theory, representation theory of groups acting on buildings.

ufirst 
Balin Fleming 
Jet schemes, arc schemes, toric varieties.

bkflem 
Adam Gyenge 
 Algebraic geometry: singularity theory, Hilbert schemes and other moduli spaces, motivic and
topological invariants, geometric aspects of representation theory
 Lowdimensional topology: knot theory, symplectic topology

agyenge 
Fei Hu 
Birational geometry, algebraic dynamics, arithmetic dynamics and algebraic group theory

fhu 
Clemens Koppensteiner 
Algebraic geometry inspired by geometric
representation theory: singular support of coherent sheaves and
Dmodules in Geometric Langlands, Hochschild cohomology of categories
of sheaves, perverse coherent sheaves.

clemens 
Roberto Pirisi 
The branch of Algebraic Geometry that studies modulistacks and their properties, especially those that are related to arithmetic and cohomology.

rpirise 
Emeriti 
Research 
Email^{*} 
James Carrell 
Algebraic groups and algebraic geometry.

carrell 
William Casselman 
Algebraic geometry, modular function theory, infinite dimensional representations
of Lie groups.

cass 
^{*}Please add @math.ubc.ca to complete Email entries. 

