undergraduate
Undergraduate mathematics, statistics, physics, anatomy and biology courses are offered in a one-on-one manner to better focus on students' strengths and weaknesses. However, group review sessions are available for groups to facilitate students before their exams. Sessions are offered online and in person, so please let us know what you prefer when you reach us.Â
A list of mathematics sample courses is depicted below, yet this list is not an encompassing list. Please don't hesitate to contact us if you need more information.
Calculus and Linear Algebra for Commerce
Calculus I
Calculus II
Calculus with Proofs
Introduction to Proofs
Analysis I
Cryptology: The Mathematics of Secrecy and Security
Mathematical Discovery and Creative Problem Solving
Mathematics as an Interdisciplinary Pursuit
Mathematics as a Recreation
Mathematical Personalities
Applied Linear Algebra
Linear Algebra I
Linear Algebra II
Multivariable Calculus
Applications of Linear Programming
Multivariable Calculus with Proofs
Algebra I
Introduction to Ordinary Differential Equations
Mathematical Methods in Data Science
Concepts in Abstract Mathematics
Algebra II
Analysis II
Advanced Ordinary Differential Equations
Insights from Mathematics
Topics in Mathematics
Independent Reading in Mathematics
Research Project in Mathematics
Research Opportunity Program
Groups and Symmetries
Mathematics and Law
Introduction to Mathematical Logic
Introduction to Number Theory
Introduction to Topology
Concepts in Elementary Mathematics
Introduction to Graph Theory
Complex Variables
Chaos, Fractals and Dynamics
Elements of Analysis
Introduction to Real Analysis
Introduction to Combinatorics
Partial Differential Equations
Groups, Rings and Fields
Mathematical Modelling
Partial Differential Equations
Complex Analysis I
Foundations of Real Analysis
Geometry of Curves and Surfaces
Differential Geometry
Mathematical Probability
Topics in Mathematics
History of Mathematics up to 1700
History of Mathematics after 1700
Independent Reading in Applied Mathematics
Research Project in Mathematics
Polynomial Equations and Fields
Classical Geometries
Classical Geometries II
Set Theory
Algebraic Number Theory
Analytic Number Theory
Mathematical Foundations of Quantum Mechanics and Quantum Information Theory
Differential Topology
General Relativity
Introduction to Linear Operators
K-Theory and C* Algebras
Asymptotic and Perturbation Methods
Representation Theory
Applied Nonlinear Equations
Introduction to Commutative Algebra and Algebraic Geometry
Algebraic Curves
Complex Analysis II
Advanced Real Analysis I
Advanced Real Analysis II
Hamiltonian Mechanics
Combinatorial Methods
Nonlinear Optimization
Riemannian Geometry
Mathematical Theory of Finance