The reputation of the university and mathematics department, the alignment of my research interests with my advisor’s expertise, and my love for Canada!
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. The PhD program trains students to operate as research mathematicians. The focus of the program is on substantial mathematical research leading to the PhD dissertation. Students also develop their skills in presenting and teaching mathematics and its applications.
UBC has one of the largest and most vigorous departments of mathematics in Canada. Our faculty routinely win national and international awards for their research and teaching achievements. We have an engaged and sociable cohort of graduate students who are essential members of a broad selection of active research groups. Each group holds a variety of seminars and events that allow graduate students, postdoctoral fellows, visitors and faculty to enjoy regular interaction.
UBC is the headquarters for the Pacific Institute of Mathematical Sciences (PIMS). PIMS hosts a plethora of mathematical events such as conferences and summer schools, greatly enriching the scientific environment in the quantitative sciences at UBC. Our mathematics students are also regular participants at the nearby Banff International Research Station for Mathematical Innovation and Discovery. Finally, our Institute for Applied Mathematics provides options for interdisciplinary studies for PhD students who wish to work in applied and computational mathematics.
In this session we’ll provide a high-level overview of graduate study, graduate school at UBC, and the application process. This is not a program specific event. The session will cover:
Who is this webinar for?
This webinar is for anyone who is thinking about studying at the graduate level. It’s for those who’d like to learn more about UBC and gain insight into what it’s like to study at UBC. This webinar is also helpful for anyone who wants to learn more about what is involved in a graduate school application.
The Faculty of Graduate and Postdoctoral Studies establishes the minimum admission requirements common to all applicants, usually a minimum overall average in the B+ range (76% at UBC). The graduate program that you are applying to may have additional requirements. Please review the specific requirements for applicants with credentials from institutions in:
Each program may set higher academic minimum requirements. Please review the program website carefully to understand the program requirements. Meeting the minimum requirements does not guarantee admission as it is a competitive process.
Applicants from a university outside Canada in which English is not the primary language of instruction must provide results of an English language proficiency examination as part of their application. Tests must have been taken within the last 24 months at the time of submission of your application.
Minimum requirements for the two most common English language proficiency tests to apply to this program are listed below:
Overall score requirement: 100
Overall score requirement: 7.0
Some programs require additional test scores such as the Graduate Record Examination (GRE) or the Graduate Management Test (GMAT). The requirements for this program are:
The GRE is not required.
All applicants have to submit transcripts from all past post-secondary study. Document submission requirements depend on whether your institution of study is within Canada or outside of Canada.
A minimum of three references are required for application to graduate programs at UBC. References should be requested from individuals who are prepared to provide a report on your academic ability and qualifications.
Many programs require a statement of interest, sometimes called a "statement of intent", "description of research interests" or something similar.
Students in research-based programs usually require a faculty member to function as their supervisor. Please follow the instructions provided by each program whether applicants should contact faculty members.
Permanent Residents of Canada must provide a clear photocopy of both sides of the Permanent Resident card.
All applicants must complete an online application form and pay the application fee to be considered for admission to UBC.
|Fees||Canadian Citizen / Permanent Resident / Refugee / Diplomat||International|
|Installments per year||3||3|
|Tuition per installment||$1,732.53||$3,043.77|
|Tuition per year|
(plus annual increase, usually 2%-5%)
|Int. Tuition Award (ITA) per year (if eligible)||$3,200.00 (-)|
|Other Fees and Costs|
|Student Fees (yearly)||$1,052.34 (approx.)|
|Costs of living (yearly)||starting at $17,126.20 (check cost calculator)|
Applicants to UBC have access to a variety of funding options, including merit-based (i.e. based on your academic performance) and need-based (i.e. based on your financial situation) opportunities.
All full-time students who begin a UBC-Vancouver PhD Mathematics program in September 2018 or later will be provided with a funding package of at least $24,256 for each of the first four years of their PhD. The funding package may consist of any combination of internal or external awards, teaching-related work, research assistantships, and graduate academic assistantships.
All applicants are encouraged to review the awards listing to identify potential opportunities to fund their graduate education. The database lists merit-based scholarships and awards and allows for filtering by various criteria, such as domestic vs. international or degree level.
Graduate programs may have Teaching Assistantships available for registered full-time graduate students. Full teaching assistantships involve 12 hours work per week in preparation, lecturing, or laboratory instruction although many graduate programs offer partial TA appointments at less than 12 hours per week. Teaching assistantship rates are set by collective bargaining between the University and the Teaching Assistants' Union.
Many professors are able to provide Research Assistantships (GRA) from their research grants to support full-time graduate students studying under their direction. The duties usually constitute part of the student's graduate degree requirements. A Graduate Research Assistantship is a form of financial support for a period of graduate study and is, therefore, not covered by a collective agreement. Unlike other forms of fellowship support for graduate students, the amount of a GRA is neither fixed nor subject to a university-wide formula. The stipend amounts vary widely, and are dependent on the field of study and the type of research grant from which the assistantship is being funded. Some research projects also require targeted research assistance and thus hire graduate students on an hourly basis.
Canadian and US applicants may qualify for governmental loans to finance their studies. Please review eligibility and types of loans.
All students may be able to access private sector or bank loans.
Many foreign governments provide support to their citizens in pursuing education abroad. International applicants should check the various governmental resources in their home country, such as the Department of Education, for available scholarships.
The possibility to pursue work to supplement income may depend on the demands the program has on students. It should be carefully weighed if work leads to prolonged program durations or whether work placements can be meaningfully embedded into a program.
Canadian residents with RRSP accounts may be able to use the Lifelong Learning Plan (LLP) which allows students to withdraw amounts from their registered retirement savings plan (RRSPs) to finance full-time training or education for themselves or their partner.
Please review Filing taxes in Canada on the student services website for more information.
Applicants have access to the cost calculator to develop a financial plan that takes into account various income sources and expenses.
88 students graduated between 2005 and 2013: 1 is in a non-salaried situation; for 19 we have no data (based on research conducted between Feb-May 2016). For the remaining 68 graduates:
These statistics show data for the Doctor of Philosophy in Mathematics (PhD). Data are separated for each degree program combination. You may view data for other degree options in the respective program profile.
This list shows faculty members with full supervisory privileges who are affiliated with this program. It is not a comprehensive list of all potential supervisors as faculty from other programs or faculty members without full supervisory privileges can request approvals to supervise graduate students in this program.
|2021||Dr. Wang studied mathematical solutions of nonlinear differential equations that model chiral magnetic skyrmions. She provided a rigorous mathematical proof of the existence of skyrmions within the co-rotational symmetric class, and also examined their spectral and dynamical stability. This research contributes to the mathematics of chiral magnetism.|
|2021||Dr. Wong studied the maximum possible number of certain mathematical objects when specific restrictions are imposed. Her investigation assists the community in understanding a number of important mathematical problems in extremal combinatorics, a field of study focused on the limits of finite objects.|
|2021||Dr. Yang researched fractals and decoupling in Euclidean harmonic analysis. Dr. Yang studied the size and geometric figures contained in fractals, or geometric objects possessing some self-similarity but highly rugged and oscillatory in nature. The decomposition of waves and their size properties in the physical space were studied using decoupling.|
|2021||Dr. Gomez studied the structure and dynamics of localized patterns in cellular biology using several new mathematical models, some patterns of which have applications to bulk-membrane processes. The analysis of such patterns provides insights on the phenomena being modeled and contributes to our general understanding of pattern formation.|
|2021||Big data requires algorithms to be efficient in time and working memory. Dr. Melnykova's research provides performance guarantees of such algorithms for sparse recovery. Her analysis on the impact of mapping linear measurements onto reconstruction error using a process called quantization bridges a gap in the literature between theory and practice.|
|2021||Dr. Paquin-Lefebvre became an expert in dynamical systems theory during his PhD. He analyzed the pattern-forming dynamics of novel mathematical models motivated by the compartmentalization of cellular proteins. His thesis contains the first systematic derivation of amplitude equations near a variety of spatio-temporal instabilities in such models.|
|2020||Dr. Gonzalez Anaya's research is concerned with the complexity of geometric spaces arising as solutions to polynomial equations. His work contributes to our understanding of how the process of deforming their shape can sometimes result in new geometric objects having significantly more intricate geometric properties.|
|2020||Dr. Hughes studied mathematical models for random spatial populations which arise in a variety of settings, including ecology. His work focused on fractal properties of the population densities. This research sheds light on how these populations, and other important stochastic models, are locally distributed in space.|
|2020||Dr. Zhou studied nonlinear partial differential equations with an emphasis on phenomena where solutions become unbounded. By developing new gluing methods, he rigorously constructed solutions to equations arising from different contexts such as geometry and mathematical physics. This research gives a deeper understanding of singularity formation.|
|2020||Dr. Hernandez Torres studied two probabilistic models that emulate phenomena in physics and biology. She focused on understanding the behaviour of these models at a large-scale. Her results add to our mathematical understanding of the relation between microscopic and macroscopic descriptions of natural processes within probability theory.|
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.
UBC Math department is in the top list all across the globe with so many brilliant researchers and professors, while graduate and post-graduate fellows are professional and interactive. Moreover most people at UBC are so kind, friendly and approachable, which contributes to a warm and efficient...