Mathematics

  • //applyindex.com/wp-content/uploads/2021/09/canada.png Canada
  • University/Institute Name Dalhousie University
  • Attendance Type On Campus (Full Time)
  • Position Duration5 years
  • Position Funding Type Graduate Assistantship (RA or TA) or PhD Scholarship
  • Application deadlineExpired

Position Details (PhD Program)

Dalhousie University’s Doctor of Philosophy in Mathematics programme will advance your knowledge of mathematics and prepare for a career that contributes to solving problems. You’ll be prepared for careers in mathematics and statistics that contribute to solving today’s problems. Here, your opportunities are almost limitless — you’ll learn, explore and create at one of Canada’s best universities.

Built on a solid 100-year foundation, Dalhousie’s Department of Mathematics and Statistics goes beyond traditional classroom education. The real-world experience you’ll gain through participation in faculty research projects, gives you the vast set of skills necessary to become leaders. 

Through Dalhousie University ‘s Doctor of Philosophy in Mathematics programme, you can explore the following areas: algebra, approximation theory, category theory, convex geometry, differential equations, functional analysis, graph theory, number theory, numerical analysis, operator theory, optimization, general relativity theory, stochastic modelling, and topology.

Possible careers include:

  • Teaching
  • Actuarial Science
  • Computer engineers, analysts,
  • Operations researcher – improving management and operational systems in corporations 
  • Biomathematics
  • Cryptography
  • Finance
  • Management 

Programme options

  • Thesis: Pursue independent and original research guided by a supervisor to develop and defend your thesis. 

Courses include: 

  • Number Theory Seminar
  • Category Theory Seminar
  • Combinatorics and Graph Theory Seminar
  • Relativity Seminar
  • Analysis and AMP Seminar
  • Applied Math Seminar
  • Optimization Seminar

Research Areas & Fields of Study involved in the position

Position Start Date