Fall Course Offerings

Department of Mathematics & Statistics

Fall Course Offerings

The following course list reflects the typical and/or previous term in which each course is offered.  Course offerings are subject to change between academic years.  For a complete listing of confirmed course offerings, consult the course timetable.

Undergraduate Courses

Course Code/Name Fall 2014 Course Instructor

MATH 1F92* - Introductory Statistics

T. Conroy
MATH 1P01 - Calculus Concepts I B. Nanayakkara
MATH 1P05 - Applied Calculus I D. Levay
MATH 1P11 - Linear Algebra I A. Odesski
MATH 1P12 - Applied Linear Algebra B. Nanayakkara
MATH 1P20 - Introduction to Mathematics M. Willoughby
MATH 1P66 - Mathematical Reasoning B. Farzad
MATH 1P98 - Practical Statistics L. Deeth (Course Coordinator)
MATH 2F40* - Mathematics Integrated with Computers and Applications II H. Fuks, W. Ralph
MATH 2P03 - Multivariate and Vector Calculus B. Nanayakkara
MATH 2P12 - Linear Algebra II Y. Li
MATH 2P71 - Introduction to Combinatorics B. Farzad
MATH 2P81 - Probability W. Yuen

MATH 2P90 - Euclidean and Non-Euclidean Geometry I

S. Yee
MATH 2P91 - Discrete Optimization B. Nanayakkara
MATH 2P93 - Great Moments in Mathematics I Offered in odd-numbered years
MATH 3P03 - Real Analysis H. Ben-El-Mechaiekh
MATH 3P08 - Advanced Differential Equations B. Nanayakkara
MATH 3P12 - Applied Algebra O. Kihel
MATH 3P73 - Game Theory R. Dimand
MATH 3P75 - Theory of Financial Mathematics B. Ralph
MATH 3P81 - Experimental Design M. Huang
MATH 3P86 - Applied Multivariate StatisticsMathematical Statistics II X. Xu
MATH 3P91* - Mathematics at the Junior/Intermediate/Senior Level A. Bozza
MATH 3P95 - Introduction to Mathematical Physics A. Odesski
MATH 4F90* - Honours Project Project Course
MATH 4P09 - Solitons and Nonlinear Wave Equations S. Anco
MATH 4P13 - Topics in Rings and Modules Y. Li
MATH 4P61 - Theory of Computation K. Qui
MATH 4P81 - Sampling Theory M. Huang
MATH 4P84 - Topics in Stochastic Processes and Models J. Vrbik

* - indicates Duration 1 (D1 - September to April).  All other courses are Duration 2 (D2 - September - December).


Graduate Courses

Course Code/Name Fall 2014 Course Instructor
MATH 5F90 - MSc Thesis See Department
MATH 5P09 - Solitons and Nonlinear Wave Equations S. Anco
MATH 5P20 - Computational Methods for Algebraic and Differential Systems T. Wolf
MATH 5P50 - Algebraic Number Theory O. Kihel
MATH 5P81 - Sampling Theory M. Huang
MATH 5P83 - Linear Models X. Xu
MATH 5P84 - Time Series Analysis and Stochastic Processes J. Vrbik
MATH 5P85 - Mathematical Statistical Inference W. Yuen
MATH 5P86 - Multivariate Statistics X. Xu
MATH 5P99 - Major Research Paper See Department