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MATH
University of British Columbia


Course Code
Course Name
Total Items

Differential Calculus I
1

Differential Calculus with Applications to Physical Sciences and Engineering
28

Integral Calculus with Applications to Physical Sciences and Engineering
16

Differential Calculus with Applications to Life Sciences
23

Integral Calculus with Applications to Life Sciences
32

Differential Calculus with Applications to Commerce and Social Sciences
24

Integral Calculus with Applications to Commerce and Social Sciences
41

Differential Calculus
13

Honours Differential Calculus
2

Honours Integral Calculus
2

Linear Systems
13

Differential Calculus with Physical Applications
17

Differential Calculus for Social Science and Commerce
2

Calculus Survey
1

Calculus III
22

Introduction to Mathematical Computing
1

Elementary Differential Equations I
9

Multivariable and Vector Calculus
7

Mathematical Proof
16

Matrix Algebra
23

Linear Algebra
9

Advanced Calculus I
13

Advanced Calculus II
3

Introduction to Finite Mathematics
1

Multivariable Calculus
11

Differential equations
3

Partial Differential Equations
30

Multivariable and Vector Calculus
5

Linear Differential Equations
11

Mathematical Methods for Electrical and Computer Engineering
20

Introduction to Complex Variables
10

Introduction to Probability
13

Introduction to Stochastic Processes
1

Applied Linear Algebra
15

Euclidean Geometry
3

Topics in Geometry
1

Abstract Linear Algebra
1

Introduction to Number Theory
9

Elementary Differential Equations II
4

Calculus IV
12

Probability with Physical Applications
2

Real Variables I
5

Introduction to Group Theory
3

Introduction to Rings and Modules
2

Problem Solving
1

Introduction to Mathematics
4

Introduction to Linear Programming
9

Algebra and Coding Theory
5

Mathematical Modeling in Science
4

Introduction to Mathematical Biology
1

Green's Functions and Variational Methods
1

Calculus of Variations
5

Stabilization and Optimal Control of Dynamical Systems
1

Numerical Methods for Differential Equations
1

Variational and Approximate Methods in Applied Mathematics
2

Mathematical Demonstrations
4

Probability
2

Real Analysis II
3

Fields and Galois Theory
2

Complex Analysis
4

Mathematical Modeling: Applications in the Natural and Social Sciences
1

Measure Theory and Integration
2



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