Doctor of Philosophy in Mathematics (PhD)

Degree: 
Doctor of Philosophy
Specialization: 
Mathematics

Quick Facts

Faculty:
Faculty of Science
Subject:
Science
Mode of delivery: 
On campus
Registration options: 
Full-time

Application

Possible start dates: 
  Deadlines for
Start date Students with Canadian or US credentials Students with international credentials
September January 15th January 15th

Program contact details

Application enquiries: 
Please mail paper documents to: 

Mathematics Building
Room 121 - 1984 Mathematics Road
Vancouver
British Columbia, V6T 1Z2
Canada

Tuition / Program costs

Fees Canadian Citizen / Permanent Resident / Refugee / Diplomat International
Application Fee $91.80 $153.00
Tuition *
Installments per year 3 3
Tuition per installment $1,449.72 $2,546.90
Tuition per year $4,349.16 $7,640.70
Int. Tuition Award (ITA) per year (if eligible)   $3,200.00 (-)
Other Fees and Costs
Student Fees (yearly) $709.00 (approx.)
Costs of living (yearly) $16,763.00 (approx.)
* Regular, full-time tuition. For on-leave, extension, continuing or part time (if applicable) fees see UBC Calendar.
All fees for the year are subject to adjustment and UBC reserves the right to change any fees without notice at any time, including tuition and student fees. In case of a discrepancy between this webpage and the UBC Calendar, the UBC Calendar entry will be held to be correct.

Recent Doctoral Citations

  • Dr. Vishaal Kapoor: "Dr. Kapoor investigated several problems in the field of number theory. He proved a theorem that allows for a better understanding of the behavior of a multiplicative function. His theorem applies to a broad class of functions in an area where few results are known." (November 2011)
  • Dr. Michele Klaus: "Dr. Klaus studied the symmetries of Spheres. This brought to the surface deep and beautiful connections between algebra and geometry. These interplays can be further exploited to better understand both algebra and geometry." (November 2011)
  • Dr. Frank De Zeeuw: "Dr. De Zeeuw studied applications of algebra and algebraic geometry to discrete geometry." (November 2011)
  • Dr. Hardeep Singh Gill: "Dr. Gill studied a mathematical process which could be used to model the aggregate motion of a large number of randomly branching particles which also move randomly. His research could model, for example, a population of oceanic plankton during an algal bloom." (November 2011)
  • Dr. Alexander Rhys Duncan: "Dr. Duncan studied essential dimension, an important invariant of algebraic objects. His work sheds light on classical problems in algebra including the Noether problem, inverse Galois theory and Hilbert's thirteenth problem." (November 2011)

Further Information

Student Profiles

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