Teaching & Education
CAD 19534
| Year | Name | Fees | Total |
|---|---|---|---|
| 1st Year | Tution Fee | CAD 19534 | 19534.0 |
| Starting Date | Application Deadline | Status |
|---|---|---|
| 2022-01-01 00:00:00.000 | 2021-12-15 00:00:00.000 | Active |
| 2022-05-01 00:00:00.000 | 2022-04-15 00:00:00.000 | Active |
High School Students
In general, secondary school applicants have an average of 70% (5 best scoring academic subjects considered) during their final year of schooling. Applicants looking to transfer from another post-secondary institution must demonstrate an overall GPA of 2.0. Refer to chart below for program specific requirements.
If an applicant’s first language is not English, official reports with acceptable scores from one of the following tests must be submitted:
IELTS
7.0 or above (no score below 6.5) Full-time graduate studies at MSVU
6.5 (no score below 6.0) Full-time undergraduate studies at MSVU
CAEL
70 or above (no score below 70) Full-time graduate studies at MSVU
60 (no score below 60) Full-time undergraduate studies at MSVU
TOEFL (iBT Test)
93 or above (no score below 23) Full-time graduate studies at MSVU
86 – 92 (no score below 21) Full-time undergraduate studies at MSVU
TOEFL (Computer Test)
236 or above Full-time graduate studies at MSVU
226 – 235 Full-time undergraduate studies at MSVU
CanTest
5.0 (no score below 4.5) Full-time graduate studies at MSVU
4.5 (no score below 4.0) Full-time undergraduate studies at MSVU
MELAB
85 or above Full-time graduate studies at MSVU
80 – 84 Full-time undergraduate studies at MSVU
For more Information , Please click the given link : https://www.msvu.ca/future-students/admission-requirements/international-students/
1. Application along with supporting documents will be processed on TEN Agent portal.
2. Application fee of 50$ will be charged from the student and it will be paid by credit card only
3. Student will receive the admission offer either conditional or unconditional on his TEN Agent portal.After accepting the offer Fee invoice will be generated on student account.
4.After getting the fee invoice student can pay the fee and fee receipt can be found on TEN Portal (Ten Agents)
MATH 0027
Statistics and Mathematics Preparation Equivalent of 0.5 but is NON credit
A preparatory course for students who are not yet ready for university mathematics. In particular it will prepare those who plan to take MATH 2208 (Introduction to Statistics I) and/or MATH 1102 (Precalculus I).
MATH 1102
Precalculus I: Algebraic Functions 0.5 unit
Prerequisite: grade XI and grade XII academic mathematics and mathematics placement test or MATH 0020 or 0027 passed in the last three years with a grade of C or higher or equivalent
A first course to prepare students for calculus. Linear, quadratic, polynomial, rational, radical, and piecewise functions will be studied numerically, graphically, and algebraically. Conic sections and limits will also be introduced. There will be an emphasis on problem solving and applications.
MATH 1103
Precalculus II: Transcendental Functions 0.5 unit
Prerequisite: MATH 1102
A second course to prepare students for calculus. Trigonometric, exponential and logarithmic functions will be studied numerically, graphically, and algebraically. Finite sequences and series and mathematical induction will also be introduced. There will be an emphasis on problem solving and applications.
MATH 1113
Introductory Calculus I 0.5 unit
Prerequisites: high school precalculus mathematics and mathematics placement test, or MATH 1103
An introduction to differential and integral calculus for algebraic and transcendental functions. Topics include: limits, continuity, differentiation, curve sketching, implicit differentiation and applications.
MATH 1114
Introductory Calculus II 0.5 unit
Prerequisite: MATH 1113
An introduction to integral calculus. Topics include: the Fundamental Theorem, techniques of integration, improper integrals, polar co-ordinates, parametric equations, and applications.
MATH 2206
Introduction to Probability 0.5 unit
Prerequisite: MATH 1114
A calculus-based introduction to probability theory. Topics include sample spaces, random variables, discrete and continuous distributions, expectation, functions of a random variable, sums of random variables and the Central Limit Theorem. May include an introduction of the theory to statistical applications.
MATH 2208
Introduction to Statistics I 0.5 unit
Prerequisite: grade XI or grade XII academic mathematics or equivalent, or MATH 0017 with a grade of C or higher or MATH 0020 with a grade of C or higher, or MATH 0027 with a grade of C or higher or any 1000 level mathematics course
An introduction to statistical methods. Topics include graphical presentations of data, summary statistics, the normal curve, least-squares regression, correlation, two-way tables, survey and experimental design, probability, random variables, distribution of sample proportions, confidence intervals and hypothesis testing for one and two population proportions. Laboratory sessions demonstrate applications from various disciplines. Laboratory required (75 minutes/week)
MATH 2209
Introduction to Statistics II 0.5 unit
Prerequisite: MATH 2208
A continuation of MATH 2208. Topics include: distribution of the sample mean, one-sample, two-sample and paired t procedures, the chi-square test, inference for simple and multiple regression, one-factor and two-factor Analysis of Variance. Laboratory sessions demonstrate applications from various disciplines. Note: Students who have received credit for MATH 2207 may not take this course for credit. Laboratory required (75 minutes/week)
MATH 2211
Intermediate Calculus I 0.5 unit
Prerequisite: MATH 1114
A third course in calculus. Topics include ordinary differential equations, sequences, series, functions of several variables, partial derivatives and an introduction to double intergrals. Note: Students who have received credit for MATH 2210 may not take this course for credit.
MATH 2212
Intermediate Calculus II 0.5 unit
Prerequisite: MATH 2211
Vector functions, directional derivatives, double integrals with polar co-ordinates, line integrals, Green’s theorem and applications. Note: Students who have received credit for MATH 2210 may not take this course for credit.
MATH 2221
Linear Algebra I 0.5 unit
Prerequisite: at least 1.0 unit of university mathematics completed. If this unit does not include MATH 1113, then MATH 1113 must be taken concurrently.
An introduction to linear algebra, with applications. Topics include systems of linear equations, matrices, determinants, Euclidean n-space, spanning, linear independence, basis and dimension, dot products, orthogonality, and orthogonal projections.
MATH 2222
Linear Algebra II 0.5 unit
Prerequisite: MATH 1114, 2221 and 2225 (MATH 1114 may be taken concurrently)
A continuation of MATH 2221 with an emphasis on theory. Topics include real and complex vector spaces and subspaces, linear transformations, kernel and range, inner product spaces, eigenvalues and eigenvectors, diagonalization, and orthogonal diagonalization.
MATH 2225
Mathematical Proof 0.5 unit
Prerequisite: MATH 1103 or 1113
An introduction to writing and analyzing formal proofs in mathematics. Topics include: logic, direct proof and proof by contradiction, mathematical induction, set theory, relations and functions, partitions and equivalence relations.
MATH 2245
History of Mathematics I 0.5 unit
Prerequisite: permission of the instructor
History of mathematics before the seventeenth century.
MATH 2277
Topics in Mathematics 0.5 unit
Prerequisite: permission of the instructor
An opportunity for students to examine a topic or topics in mathematics.
MATH 2283
Introduction to Nonparametric Statistics 0.5 unit
Prerequisite: MATH 2209
An introduction to nonparametric statistical methods. Topics include rank-based tests; the sign test; randomization and permutation tests; and developing confidence intervals and hypothesis tests for means, proportions and in regression with the bootstrap.
MATH 2284
Survey Design 0.5 unit
Prerequisite: MATH 2209
A practical course in designing surveys and analysis of survey data. Topics include questionnaire design, conducting a survey, ethical considerations, types of sampling, selecting samples, inference for random sampling, stratified random sampling and cluster sampling, and power calculations. The emphasis is on practical applications, using appropriate software. Note: Students who have received credit for CMPS 2284 may not take this course for credit.
MATH 2289
Applied Numerical Analysis 0.5 unit
Prerequisites: CMPS/INTE 1153 or CMPS 1155, and MATH 1114, and either MATH 2283 or 2222
An introductory course in simple numerical analysis techniques (root finding, matrix inversion, integration, etc.). Additional topics which may be included are floating point arithmetic, error analysis, approximation theory and algorithm design for numerical methods. Implementation will be in a procedure-oriented language such as FORTRAN. Note: Students who have received credit for MATH 2239 may not take this course for credit.
MATH 2462/EDUC 2462
Fundamental Concepts of Mathematics 1 0.5 unit
Prerequisite: Any 5.0 units successfully completed at the university level.
A study of the fundamental concepts of mathematics, focusing on elementary and middle school mathematics. Topics include counting, whole number operations, fractions, decimals, rates and proportions, measurement, and geometry. This course focuses on problem solving, mathematical reasoning, and multiple approaches as applied to these topics
This course and MATH 2463/EDUC 2463 are recommended primarily for pre-education students and will not be acceptable for the mathematics major or minor. Students who have received credit for MATH 2243/EDUC 2461 may not take this course for credit.
MATH 2463/EDUC 2463
Fundamental Concepts of Mathematics 2 0.5 unit
Prerequisite: MATH 2462/EDUC 2462 (or MATH 2243/EDUC 2461)
A study of the fundamental concepts of mathematics, focusing on elementary and middle school mathematics. Topics include the integers, real and rational numbers, number theory, introductory algebra, functions, graphing, probability, statistics, and sampling. This course focuses on problem solving, mathematical reasoning, and multiple approaches as applied to these topics.
MATH 2465/EDUC 2465
Fundamental Concepts of Geometry 0.5 unit
Prerequisite: Any 5.0 units successfully completed at the university level
A study of the fundamental concepts of geometry, focusing on topics taught in public schools. These include coordinate, axiomatic, constructive and transformational geometry. This course focuses on problem solving, mathematical reasoning and proofs using multiple approaches.
MATH 3303
Intermediate Applied Statistics I: Linear Models 0.5 unit
Prerequisites: MATH 2209
A continuation of MATH 2209 with a focus on linear models: simple, polynomial and multiple regression, with continuous and categorical explanatory variables; indicator variables and contrasts; transformations, diagnostics, and variable selection; bootstrap methods for inference; odds ratios and an introduction to logistic regression. The emphasis is on practical applications, using appropriate software.
MATH 3304
Intermediate Applied Statistics II: ANOVA ad Experimental Design 0.5 unit
Prerequisite: MATH 2209
A continuation of MATH 2209. Topics include one-way and two-way ANOVA; factorial and nested designs; residual analysis; transformations; and analysis of covariance. This course emphasizes practical applications, rather than theory, using appropriate software.
MATH 3307
Intermediate Mathematical Statistics 0.5 unit
Prerequisites: MATH 2209, 3407 and permission of the department
Intermediate theory of statistical inference based on the likelihood function. Topics will include the likelihood function for single and multiple parameter families, likelihood intervals and their relationship to confidence intervals, and likelihood ratio tests. Further topics may include sufficiency, Fisher information, comparison of frequentist, likelihood and Bayesian approaches to inference. Note: Students may not take both MATH 3307 and MATH 4407 for credit.
MATH 3311
Analysis I 0.5 unit
Prerequisites: MATH 2211, 2222, and 2225 (MATH 2211 may be taken concurrently)
An introduction to analysis. Topics may include sets, functions, the real numbers, limits, sequences and series, continuity, derivatives and mean value theorems. This course stresses mathematical proofs.
MATH 3312
Analysis II 0.5 unit
Prerequisite: MATH 3311
A continuation of MATH 3311. Topics may include uniform continuity, fixed point theorems, sequences of functions, approximation theorems, the Riemann integral, and an introduction to metric spaces and topology.
MATH 3314
Introduction to Differential Equations 0.5 unit
Prerequisites: MATH 2212 and 2222
A study of differential equations arising in many areas of science. Topics may include first and second order linear equations, classical partial differential equations, series solutions, systems of linear equations, Sturm-Liouville theory, Fourier series and the Poincaré-Bendixson Theorem.
MATH 3325
Abstract Algebra I 0.5 unit
Prerequisites: MATH 2222 and 2225
An introduction to the theory of groups, rings, and fields. Topics include: groups, subgroups, Lagrange’s theorem, isomorphism, Cayley’s theorem, rings, ideals, ring homomorphism theorems, finite fields, irreducible polynomials over a field, and the division algorithm theorem.
MATH 3326
Abstract Algebra II 0.5 unit
Prerequisite: MATH 3325
One or two advanced topics in algebra will be treated in depth.
MATH 3333
Introduction to Graph Theory 0.5 unit
Prerequisites: MATH 2222, 2225, and either CMPS 1153 or 1155, or permission of the instructor
An introduction to graph theory. Topics will include graphs, digraphs and trees, connectivity, graph colouring, spanning tree and shortest path algorithms, and related additional topics. Note: Students who have received credit for MATH 4333 may not take this course for credit.
MATH 3407
Theory of Probability I 0.5 unit
Prerequisites: MATH 2211 and either MATH 2206 or permission of the instructor
A rigorous study of probability theory, developed from the axioms of probability using calculus, set theory and combinatorics. Topics include univariate and multivariate distributions, joint distributions of discrete and continuous random variables, conditional and marginal distributions, Jacobians, and distributions of functions of random variables.
MATH 3408
Theory of Probability II 0.5 unit
Prerequisite: MATH 3407
A continuation of MATH 3407. Topics include: Jacobians, transformations of several random variables, indicator variables with applications, limit theorems with applications, Poisson processes and Markov chains.
MATH 3500/PHYS 3500
Topics in Mathematics and Physics 0.5 unit
Prerequisites: permission of the Department
A study of one particular area of theoretical physics that applies the principles of calculus and other areas of mathematics. Examples of areas that could be studied are relativity, dynamics and fluid mechanics.
MATH 4333
Graph Theory 0.5 unit
Prerequisites: MATH 3311 or 3325, and either CMPS/INTE 1153 or CMPS 1155, or permission of the instructor
An introduction to graph theory. Topics will include graphs, digraphs, and trees, connectivity, graph colouring, spanning tree and shortest path algorithms, and related additional topics. Students will also be expected to complete independent work involving the graph theory literature. This course is intended for honours students or potential honours students; other students may prefer MATH 3333. Note: Students who have received credit for MATH 3333 may not take this course for credit.
MATH 4407
Concepts in Mathematical Statistics 0.5 unit
Prerequisites: MATH 2209, 3407 and permission of the department
The theory of statistical inference based on the likelihood function. Topics will include likelihood function for single and multiple parameter families, likelihood intervals and their relationship to confidence intervals, likelihood ratio tests, sufficiency, Fisher information, and a comparison of frequentist, likelihood and Bayesian approaches to inference. Students will be introduced to the concept of uniformly most powerful tests and the Neyman-Pearson Lemma. Note: Students may not take both MATH 3307 and MATH 4407 for credit.
MATH 4411
Complex Analysis I 0.5 unit
Prerequisites: MATH 2225, and either MATH 2212 or 3311 and permission of the department
An introduction to complex analysis. Topics may include: complex numbers and functions, differentiation and integration in the complex plane, Taylor and Laurent series, residues, Cauchy’s theorem, maximum modulus principle, harmonic functions, entire and meromorphic functions.
MATH 4412
Complex Analysis II 0.5 unit
Prerequisite: MATH 4411
A continuation of MATH 4411. Topics may include further study of analytic functions, conformal mapping theory, Moebius maps, the Schwarz-Christoffel transformation, canonical products, and the prime number theorem.
MATH 4414
Special Topics in Mathematics 0.5 unit
Prerequisites: will vary depending on the topic, but will include at least one 3000 level MATH course and permission of the instructor
An opportunity for advanced students to examine a selected topic or topics in mathematics.
MATH 4447
Directed Study 0.5 unit
MATH 4448
Directed Study 0.5 unit
MATH 4449
Directed Study 1.0 unit
Prerequisites: advanced standing and permission of the department
Directed study of an advanced topic in mathematics. Emphasis will be placed on the learning of new material through reading and discussion. Hours to be arranged
MATH 4498
Honours Project in Statistics 0.5 unit
Prerequisites: Permission of the department. Normally students must have received a grade of at least B- in MATH 3304 or in MATH 3407 before starting an honours project
A required course for mathematics honours students in the Statistics stream, to be taken in their final year. Each student will complete an honours project under the supervision of a faculty member, will submit a formal written report, and will give an oral presentation on the project.
MATH 4499
Honours Project in Mathematics 0.5 unit
Prerequisite: permission of the department. Normally students must have received a grade of at least B- in MATH 3312 or MATH 3326 before starting an honours project
A required course for mathematics honours students in the Mathematics stream, to be taken in their final year. Each student will complete an honours project under the supervision of a faculty member, will submit a formal written report, and will give an oral presentation on the project.
Mathematics is one of the most original products of the human mind. It has many important applications in science, engineering, and statistics, but mathematics is also an important field of study for its own sake. Throughout history each culture has developed its own mathematics to solve its problems. Today there is an internationally accepted mathematics that is studied and used across the world. With our increasing need for information and technology, mathematics will play an even more important role in most occupations and fields of study. It will also continue to be a critical topic in the history of ideas, documenting fundamental modes of human thought.
Why Take Math and Statistics?
Some students may take math courses which apply only to their individual areas of study. Others may wish to minor or major in the subject and pursue careers in teaching, statistics, computer science, actuarial science, or many other areas. Whether studied for its many applications or for the beauty of its logical structure and expressive power, mathematics will reward the effort of students with a deeper understanding of the world and how it works.
Placement Tests
If you are registered for Math 1102 (Precalculus I) or Math 1113 (Introductory Calculus I) you must take the math placement test regardless of the math you took in high school. The only exceptions to this are:
Test Dates
The Mathematics Placement test will be held during the first week of the Fall term on Orientation Day, September 7th, 2021 at the following times.
You must register with the Orientation Day team ahead of time to attend either of these sessions:
10:00 am – 12:00 pm Seton 329/331 computer labs
2:00 pm – 4:00 pm Seton 329/331 computer labs
For those unable to come to campus on these dates there will be three evening sessions of the test that you can do from your own computer on:
Tuesday, September 7th from 7:00 pm – 9:00 pm
Thursday, September 8th from 7:00 pm – 9:00 pm
Friday, September 9th from 7:00 pm – 9:00 pm
To do the test at any of these times you must register at least 24 hours ahead of time with the Mathematics Department at : MSVUMath@msvu.ca, stating which day you plan to write the test.
On the day of the test, we will send you an email that will contain the link and the password you need to access the test.
Note that you will need to use your MSVU mail and password to access the site and so make sure you know these before this date.
Also please note that the test will be open and accessible only for the two hours from 7:00 pm – 9:00 pm that day.
Additional Information
For visa process, refer to this link:
https://www.canada.ca/en/immigration-refugees-citizenship/services/study-canada.html
The VISA Application should be submitted online with Documents mentioned below.
Study Permit – Checklist of Documents.
All Academic Documents
10th Marksheet
12th Marksheet
Passing Certificate
Admit Card (12thClass)
Backlog Certificate
IELTS/PTE
E- Medical – Information or tracking sheet (After Medical Doctor will give you this document).
Passport / Old Passport (if any)
2 Photographs with white background. (35mm X 45mm) (80% face should be visible)
Aadhar Card
Income tax returns of Parents (Only in case of Non-SDS Applicants).
Note: All documents front and back sheet, (1 Photocopy set (clear) and notarized)
Copy of birth certificate, if you are under 18 years of age
Job Documents, if you are employed or proof of past employment, if any
(Experience Letter, Appointment Letter, Bank account Salary Statement (last 3 months), Pay Slips (last 3 months), Job Relieving Letter if resigned (From each employer)
Any document in a language other than English must be accompanied by notary attested English translation.
For GIC: 10200 CAD (Funds must be transferred to Canada from student’s bank account in India)
Embassy Fee: 235 CAD (150 CAD VISA Fee + 85 CAD Biometric Fee)
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