Timetable for Mathematics

Section	Day	Time	Exam Date	Delivery
2023 Fall 2024 Winter
MATH 051 - Mathematics Co-op Work Term
Four-month co-op work term approved by the department and arranged by the co-op coordinator.
001		-
MATH 052 - Mathematics Co-op Work Term
Four-month co-op work term #2 approved by the department and arranged by the co-op coordinator. * Prerequisite: MATH 051 *
001		-
MATH 053 - Mathematics Co-op Work Term
Four month co-op work term #3 approved by the department and arranged by the co-op coordinator. * Prerequisite: MATH 052 *
001		-
MATH 054 - Mathematics Co-op Work Term
Four month co-op work term #4 approved by the department and arranged by the coop coordinator. * Prerequisite: MATH 053 *
001		-
MATH 101 - Introductory Finite Mathematics I
This is an introductory course intended to familiarize the students with the basic concepts of arithmetic, number theory, set theory, symbolic logic, and finite mathematics. Topics include logic, sets, numeration systems, arithmetic in non-decimal systems, system of integers, elementary number theory and modular arithmetic. There will be a strong emphasis on critical thinking, problem solving, understanding concepts and their applications. *Prerequisite: University Admission.* Note: Students who have received credit for any mathematics or statistics course (other than MATH 108) cannot take this class for credit, unless it is explicitly required in their program or they have received consent from the Head of the Department of Mathematics and Statistics.
280	T	09:00am - 11:45am	12-DEC-23	RMTE
305	T	09:00am - 11:45am	12-DEC-23	RMTE
370	MF	08:30am - 10:20am
397		-	15-DEC-23	ONLNE
991	T	7:00pm - 9:45pm	12-DEC-23
S01	TR	2:30pm - 3:45pm	12-DEC-23
S02	TR	2:30pm - 3:45pm	12-DEC-23
MATH 102 - Mathematical Modelling and Precalculus
A course in problem solving through the use of mathematical models involving algebraic, exponential, logarithmic, and trigonometric functions and their graphs. The purpose of this course is to enhance students’ abilities to express, visualize, and model real-world problems through an understanding of common functions and their graphs. *Prerequisite: Any one of the following: Foundations of Mathematics 30, Precalculus 20, Math B30, Math C30, or AMTH 092* Note: Students who have received credit in Math 103 or 110 cannot take Math 102 for credit
001	MWF	1:30pm - 2:20pm	19-DEC-23
002	TR	4:30pm - 5:45pm	19-DEC-23
010	M	3:30pm - 4:20pm
020	M	3:30pm - 4:20pm
S01	TR	4:00pm - 5:15pm	21-DEC-23
S02	TR	4:00pm - 5:15pm	21-DEC-23
S03	M	1:30pm - 2:20pm
S04	TR	4:00pm - 5:15pm	21-DEC-23
MATH 103 - Applied Calculus I
Differentiation of algebraic, exponential, and logarithmic functions. Optimization, curve sketching, and integration by substitution. *Prerequisite: Precalculus 30 or Mathematics B30 with a grade of at least 65%, or PMTH 092 with a grade of at least 70%, or Math102* Note: Although Math 103 leads to Math 112, students who require three or more calculus-based courses should take Math 110 instead of Math 103. Students will only receive credit for one of MATH 103 or 110
001	MWF	2:30pm - 3:20pm	09-DEC-23
010	R	11:30am - 12:20pm
L01	MW	4:00pm - 5:15pm	09-DEC-23
L10	R	2:30pm - 3:20pm
S01	R	11:30am - 2:15pm	14-DEC-23	VIDEO
S02	R	11:30am - 2:15pm	14-DEC-23	VIDEO
S03	T	2:30pm - 3:20pm
S10	R	11:30am - 2:15pm	14-DEC-23
S11	T	2:30pm - 3:20pm		VIDEO
MATH 110 - Calculus I
An introductory class in the theory and techniques of differentiation and integration of algebraic and trigonometric functions. Topics include limits, optimization, curve sketching, and areas. *Prerequisite: Precalculus 30 with at least 75%, or Calculus 30 or Mathematics B30 and C30 with a grade of at least 65% in each or Math 102* Note: Students can receive credit for only one of MATH 103 or 110
001	MWF	11:30am - 12:20pm	08-DEC-23
002	TR	2:30pm - 3:45pm	08-DEC-23
010	T	11:30am - 12:20pm
020	M	2:30pm - 3:20pm
991	MW	5:30pm - 6:45pm	08-DEC-23
992	R	5:30pm - 6:20pm
993	M	7:00pm - 9:45pm	11-DEC-23
994	T	6:00pm - 6:50pm
C01	MWF	08:30am - 09:20am	08-DEC-23
C02	MWF	08:30am - 09:20am	08-DEC-23
C10	W	1:30pm - 2:20pm
L01	MW	2:30pm - 3:45pm	08-DEC-23
L02	MW	2:30pm - 3:45pm	08-DEC-23
L10	F	09:30am - 10:20am
MATH 111 - Calculus II
Differentiation and integration of exponential and logarithmic functions; methods of integration and applications; indeterminate forms, L'Hospital's rule and improper integrals; sequences, series, power series and Taylor series. *Prerequisite: MATH 110, or MATH 103 with a grade of at least 80%*
001	MWF	4:30pm - 5:20pm	14-DEC-23
010	M	2:30pm - 3:20pm
991	MW	5:30pm - 6:45pm	14-DEC-23
992	M	7:00pm - 7:50pm
MATH 116 - Mathematics of Finance I
his course provides a basis of financial mathematics. Topics include measurement of interest, basic and general annuities, yield rates, amortization schedules, and sinking funds. *Prerequisite: MATH 103 or 110.* Note: Students can receive credit for only one of MATH 116 and ACSC 116
001	TR	10:00am - 11:15am	21-DEC-23
MATH 122 - Linear Algebra I
A course intended to introduce students to elementary linear algebra, particularly at a computational and applied level. Topics include matrices and systems of equations, inversion, determinants, vectors, inner products, eigenvectors and eigenvalues. *Prerequisite: Precalculus 30, Mathematics B30 and C30, or Math 102.*
001	MWF	10:30am - 11:20am	16-DEC-23
002	TR	7:00pm - 8:15pm	16-DEC-23
003		-
010	M	1:30pm - 2:20pm
020	M	5:30pm - 6:20pm
991	MW	7:00pm - 8:15pm	16-DEC-23
992	F	1:30pm - 2:20pm
L01	TR	10:00am - 11:15am	16-DEC-23
L10	M	1:30pm - 2:20pm
MATH 184 - Problem Solving Techniques
A course on hands-on training in mathematical problem solving, with a view towards the Putnam Competition. The course covers strategies to tackle problems, as well as selected topics from algebra, combinatorics, number theory, geometry, and analysis. *Prerequisite: Precalculus 30 with at least a 75%; or Calculus 30; or Mathematics B30 and C30 with a grade of at least 65% in each; or MATH 102.* Note: This course carries only one credit hour.
001	M	4:30pm - 5:20pm	11-DEC-23
MATH 213 - Vector Calculus
A study of vector functions and functions of several variables and their derivatives; Applied maximum and minimum problems, Lagrange multipliers, multiple integration, integration in polar, cylindrical and spherical coordinates; Green's, Stokes' and the Divergence Theorem. *Prerequisite: MATH 111 and 122*
001	MWF	08:30am - 09:20am	20-DEC-23
010	W	1:30pm - 2:20pm
991	MW	5:30pm - 6:45pm	20-DEC-23
992	T	5:30pm - 6:20pm
MATH 217 - Differential Equations I
Ordinary differential equations, modelling with differential equations, Laplace transforms. *Prerequisite: MATH 111 and MATH 122*
001	R	7:00pm - 9:45pm	21-DEC-23
MATH 221 - Introduction to Proofs and Problem Solving
An introductory course intended to familiarize students with mathematical reasoning and proof techniques, including direct reasoning, indirect reasoning, and mathematical induction. Topics include elementary number theory, logic, sets, functions, and relations. *Prerequisite: Two university math courses beyond MATH 102.*
001	TR	2:30pm - 3:45pm	12-DEC-23
MATH 223 - Introduction to Abstract Algebra
An introductory course in abstract algebra. Topics include number systems and an introduction to groups, and some other mathematical structures. *Prerequisite: MATH 221.*
001	TR	10:00am - 11:15am	21-DEC-23
MATH 251 - Introduction to Probability
Basic notions of probability; discrete and continuous random variables; expectation; moment generating functions; joint discrete random variables. *Prerequisites: MATH 111 or MATH 112 and one of STAT 160 or STAT 200* Note: Students can receive credit for only one of Math 251 and Stat 251
001	TR	1:00pm - 2:15pm	14-DEC-23
MATH 261 - Methods of Numerical Analysis
Topics will include number systems and errors, solutions of polynomial and other nonlinear equations, interpolation, numerical differentiation and integration, and the cubic spline. *Prerequisite: MATH 111, MATH 122, and CS 110.* Note: Students will receive credit for only one of CS 261, CS 345 or MATH 261.
001	MWF	11:30am - 12:20pm	18-DEC-23
010	M	09:30am - 11:20am
020	M	12:30pm - 2:20pm
MATH 305 - Introductory Mathematical Analysis
Cardinality, real numbers and their topology, sequences, limits, continuity, and differentiation for functions of one real variable. *Prerequisite: MATH 221 and 111.* Note: This course is designed for students interested in majoring in Mathematics. Students considering a degree in Mathematics with Honours are encouraged to complete this course by the end of their second year.
001	TR	1:00pm - 2:15pm	14-DEC-23
MATH 312 - Complex Analysis I
Complex numbers, analytic functions, contour integration, Cauchy's theorem, infinite series, calculus of residues, basic theory of conformal mappings. *Prerequisite: MATH 213.*
001	MWF	3:30pm - 4:20pm	13-DEC-23
MATH 327 - Introductory Combinatorics
A first course in Combinatorics. Topics include counting, permutations and combinations, inclusion and exclusion, binomial theorem and identities with binomial coefficients, generating functions and recurrence relations, and a brief introduction to design theory. *Prerequisite: MATH 221 and 111.*
001	MWF	2:30pm - 3:20pm	11-DEC-23
MATH 331 - Non-Euclidean Geometry
This course gives an explaination of the nature and foundations of geometry and uses for this purpose the systems of non-Euclidean geometry. It outlines the concept of mathematical models and the historical and logical significance of the parallel postulate. *Prerequisite: MATH 110, and one of MATH 122 or MATH 231.* Note: Students may receive credit for only one of Math 232 and Math 331.
001	TR	2:30pm - 3:45pm	12-DEC-23
MATH 381 - Differential Equations II
Series solutions of linear equations, systems of linear first-order equations, Fourier series, boundary-value problems, integral transforms, and numerical methods. *Prerequisite: MATH 217.*
L01	TR	10:00am - 11:15am	21-DEC-23
MATH 411 - Measure and Integration
Measurable functions, Lebesgue integrals, Lp spaces, modes of convergence, signed measures, Radon-Nikodym Theorem. *Prerequisite: MATH 313.*
001	TR	10:00am - 11:15am	21-DEC-23
MATH 422 - Abstract Linear Algebra
A course which presents linear algebra in a theoretical setting. Topics include vector spaces, dual spaces, linear transformations, Jordan canonical form, the spectral theorem, and selected topics. *Prerequisite: MATH 222 and MATH 323. *
001	TR	1:00pm - 2:15pm	14-DEC-23
MATH 423 - Modern Algebra II
Continuation of Modern Algebra I with further study of rings, groups and fields. *Prerequisite: MATH 323.*
001	MWF	11:30am - 12:20pm	18-DEC-23
MATH 427 - Graph Theory
This course is a survey of topics in graph theory. Topics may include the following: matchings and factorizations, connectivity, colouring, isomorphisms, homomorphisms, automorphism groups and transitive graphs, extremal problems, adjacency matrices, spectral graph theory, strongly regular graphs, Cayley graphs, Ramsey theory and random graphs *Prerequisite: MATH 223 and 328.*
001	MWF	12:30pm - 1:20pm	20-DEC-23
MATH 441 - General Topology
An introduction to point set topology including separation axioms, compactness, connectedness, continuous functions and metric spaces. *Prerequisite: MATH 305.*
001	MWF	09:30am - 10:20am	13-DEC-23
MATH 497 - Honours Seminar I
This is the first of two honours seminars. This course must be taken by all honours students in their fourth year. Students are required to attend the seminars and to work in consultation with an assigned supervisor on an independent research project. To receive credit for MATH 497, students must present a seminar on their preliminary work. Note: This seminar is restricted to honours standing students in mathematics.
001		-
MATH 498 - Honours Seminar II
This is the second of two honours seminars. This course must be taken by all honours students in their fourth year. Students are required to attend the seminars and to work in consultation with an assigned supervisor on an independent research project. To receive credit for MATH 498, students must present their project in both written form and as a seminar. Note: This seminar is restricted to honours standing students in mathematics.
001		-