نظرة عامة على البرنامج

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Mathematics, B.Sc. Major

The Mathematics, B.Sc. Major program is designed to provide students with a comprehensive education in mathematics. The program consists of 120 credit hours, with a minimum of 48 credit hours in mathematics and statistics courses.

Admission Requirements

To enter the Mathematics, B.Sc. Major program, students must have a minimum grade of "C+" in MATH 1232 or a minimum grade of "B" in MATH 1700, and have satisfied all Faculty requirements for entry to the program.

Program Requirements

The program requires students to complete the following courses:

• MATH 1220: Linear Algebra 1
• MATH 1230: Differential Calculus
• MATH 1232: Integral Calculus
• MATH 1240: Elementary Discrete Mathematics
• MATH 2020: Algebra 1
• MATH 2030: Combinatorics 1
• MATH 2080: Introduction to Analysis
• MATH 2090: Linear Algebra 2
• MATH 2150: Multivariable Calculus
• MATH 2160: Numerical Analysis 1
• MATH 2180: Real Analysis 1
• MATH 3320: Algebra 2
• MATH 3340: Complex Analysis 1
• MATH 3360: Combinatorics 2
• MATH 3390: Introduction to Topology
• MATH 3440: Ordinary Differential Equations
• MATH 3460: Partial Differential Equations
• 6 credit hours from the Year 2 Mathematics electives:
  • MATH 2040: Curves and Surfaces
  • MATH 2070: Graph Theory 1
  • MATH 2170: Number Theory 1

Co-operative Education Option

A co-operative education option is available for Major students. Students should refer to the Co-operative Education section for further information on the Co-op programs.

Degree Requirements

To graduate with a B.Sc. Major degree, a student must achieve a minimum DGPA of 2.00 and a minimum grade of "C" in each of the Major Program Specific Courses.

Course Descriptions

• MATH 1010: Applied Finite Mathematics
• MATH 1018: Pre-Calculus in Practice
• MATH 1020: Mathematics in Art
• MATH 1080: Fundamentals of Mathematical Reasoning
• MATH 1090: Mathematical Reasoning in Euclidean Geometry
• MATH 1200: Elements of Discrete Mathematics
• MATH 1210: Techniques of Classical and Linear Algebra
• MATH 1220: Linear Algebra 1
• MATH 1230: Differential Calculus
• MATH 1232: Integral Calculus
• MATH 1240: Elementary Discrete Mathematics
• MATH 1300: Vector Geometry and Linear Algebra
• MATH 1310: Matrices for Management and Social Sciences
• MATH 1500: Introduction to Calculus
• MATH 1510: Applied Calculus 1
• MATH 1524: Mathematics for Management and Social Sciences
• MATH 1700: Calculus 2
• MATH 1710: Applied Calculus 2
• MATH 2020: Algebra 1
• MATH 2030: Combinatorics 1
• MATH 2040: Curves and Surfaces
• MATH 2070: Graph Theory 1
• MATH 2080: Introduction to Analysis
• MATH 2090: Linear Algebra 2
• MATH 2120: Introductory Numerical Methods for Engineers
• MATH 2130: Engineering Mathematical Analysis 1
• MATH 2132: Engineering Mathematical Analysis 2
• MATH 2136: Mathematics for Computer Engineering
• MATH 2150: Multivariable Calculus
• MATH 2160: Numerical Analysis 1
• MATH 2170: Number Theory 1
• MATH 2180: Real Analysis 1
• MATH 2720: Multivariable Calculus
• MATH 2740: Mathematics of Data Science
• MATH 2920: Special Topics in Mathematics
• MATH 3132: Engineering Mathematical Analysis 3
• MATH 3142: Engineering Mathematical Analysis 4
• MATH 3320: Algebra 2
• MATH 3322: Algebra 3
• MATH 3330: Computational Algebra
• MATH 3340: Complex Analysis 1
• MATH 3360: Combinatorics 2
• MATH 3370: Graph Theory 2
• MATH 3380: Introduction to Projective Planes
• MATH 3390: Introduction to Topology
• MATH 3410: Introduction to Mathematical Logic
• MATH 3420: Numerical Analysis 2
• MATH 3440: Ordinary Differential Equations
• MATH 3460: Partial Differential Equations
• MATH 3472: Real Analysis 3
• MATH 3474: Real Analysis 2
• MATH 3476: Real Analysis 3
• MATH 3480: Set Theory
• MATH 3610: Introduction to Mathematical Modelling
• MATH 3920: Intermediate Topics in Mathematics
• MATH 4240: Advanced Group Theory
• MATH 4260: Abstract Measure Theory
• MATH 4270: Algebraic Topology
• MATH 4280: Basic Functional Analysis
• MATH 4290: Complex Analysis 2
• MATH 4300: Combinatorial Geometry
• MATH 4320: Dynamical Systems
• MATH 4330: Fundamentals of Approximation Theory
• MATH 4340: Introduction to Algebraic Geometry
• MATH 4360: Introduction to Differential Geometry
• MATH 4370: Linear Algebra and Matrix Analysis
• MATH 4380: Mathematical Biology
• MATH 4390: Numerical Approximation Theory
• MATH 4440: Numerical Analysis of Partial Differential Equations
• MATH 4450: Number Theory 2
• MATH 4460: Partial Differential Equations 2
• MATH 4470: Rings and Modules
• MATH 4490: Optimization
• MATH 4910: Project Course in Mathematics
• MATH 4920: Advanced Topics in Mathematics
• MATH 4921: Sujets choisis en mathématiques

Faculty of Science Academic Regulations

The Faculty of Science has regulations and requirements that apply specifically to its students. These regulations include:

• Admission to the Faculty of Science
• Academic Regulations
• B.Sc. (General) Degree Academic Regulations
• B.Sc. (Major) Degree Academic Regulations
• B.Sc. and B.C.Sc. (Honours) Academic Regulations
• Minors: Academic Regulations for Science Students
• Dean's Honour List, Degree with Distinction, First Class Honours
• Faculty of Science Academic Awards
• Academic Advising

Admission to the Faculty of Science

To enter the Faculty of Science directly from high school, a student must have:

• Manitoba high school graduation with five full credits at the Grade 12 level in courses designated S, G, or U
• A minimum 80% average over the following, with no less than 60% in each course:
  • English 40S
  • Pre-Calculus Mathematics 40S (recommended) or Applied Mathematics 40S
  • One of Biology 40S, Chemistry 40S, Computer Science 40S, or Physics 40S
  • One additional (academic) 40S course

Academic Regulations

The provisions of the "General Academic Regulations" and "University Policies and Procedures" apply to all students. In addition, the Faculty of Science has regulations and requirements published below that apply specifically to its students.

B.Sc. (General) Degree Academic Regulations

The three-year General program is intended to provide diversified training in Science. The program provides students with broad exposure to the major areas of Science at the introductory level with a requirement for more advanced studies in one or more areas of Science.

B.Sc. (Major) Degree Academic Regulations

The four-year Major programs provide in-depth study in a specific discipline and enable graduates to function competently in a career in their chosen subject area.

B.Sc. and B.C.Sc. (Honours) Academic Regulations

The Honours programs in the Faculty of Science are study in specific disciplines and the most heavily concentrated programs offered in the faculty.

Minors: Academic Regulations for Science Students

Students in B.Sc. Major and Honours programs may, if they wish, declare and complete a Minor from any department or interdisciplinary program at the University of Manitoba which offers a listed Minor.

Dean's Honour List, Degree with Distinction, First Class Honours

Students qualify for the Honour List (Dean's, Director's, University 1) when they achieve qualifying grade point averages, as specified by the faculty/school or program regulations.

Faculty of Science Academic Awards

Refer to the University's Award Database for information on awards available to Faculty of Science Students.

Academic Advising

Students must ensure that they are selecting the correct courses that will enable them to satisfy their degree requirements. Specific degree requirements are listed in the program grids found in the departmental/program sections.

General Academic Regulations

Each faculty and school has its own supplementary regulations and requirements. These are published in the faculty or school chapters of the Academic Calendar.

Residence and Written English and Mathematics Requirements

All students are required to complete, within the first 60 credit hours of their programs, a minimum of one three credit hour course with significant content in written English, and a minimum of one three credit hour course with significant content in mathematics.

Course Identification

Each faculty and school develops courses for its degree credit programs, subject to Senate approval, and assigns a credit hour value to each course.

Grades and Grade Point Average Calculation

Final grades in most courses are expressed as letters, ranging from F, to A+ the highest.

Academic Evaluation

Students shall be informed of the method of evaluation to be used in each course, as specified in the Responsibilities of Academic Staff with Regard to Students Policy.

Academic Integrity

The University of Manitoba takes academic integrity seriously. Academic Integrity refers to the adherence and alignment with ethical and professional principles, standards, practices and guided by a consistent system of values including honesty, trust, fairness, respect, responsibility, and courage that serves as the foundation for making decisions and taking actions in education, research, and scholarship.

Appeals of Grades

Students may formally appeal a grade received for term work provided that the matter has been discussed with the instructor in the first instance in an attempt to resolve the issue without the need of formal appeal.

Attendance and Withdrawal

Regular attendance is expected of all students in all courses.

Deferred and Supplemental Examinations

Students who are unable to write a final examination as scheduled may be eligible to write a deferred examination.

Final Examinations

Students (with the exception of students auditing courses) are required to write all final examinations.

Hold Status

Students will be placed on "Hold Status" if they incur any type of outstanding obligation (either financial or otherwise) to the university or its associated faculties, schools, colleges or administrative units.

Graduation and Convocation

Students may graduate from the University of Manitoba at the end of the following terms: Winter (May/June graduation date), Summer (October graduation date), and Fall (February graduation date).

Personal Information

In order to receive University mail, it is essential that you to provide the Registrar's Office with your current address.