Mathematics University of Toronto

Overview

The Mathematics bachelor programme at the University of Toronto provides a comprehensive foundation in the study of patterns, structures, and logical reasoning. This curriculum serves as a vital tool for scientific understanding, opening professional gateways to fields such as economics, engineering, and computing. Students benefit from a flexible academic framework that allows for deep specialisation based on individual research interests.

Why Mathematics at the University of Toronto?

The department is home to many of Canada’s most distinguished research mathematicians, including several University Professors and Fellows of the Royal Society of Canada. Students have access to a wide array of specialist programmes, such as Applied Mathematics and Mathematical Applications in Economics and Finance. The Faculty of Arts & Science also offers the Arts & Science Internship Program (ASIP), providing eligible students with up to 20 months of paid, full-time work experience to enhance their professional development.

Tuition Fee Breakdown

• International fee: CAD 63570 per year
• National fee: CAD 6100 per year

Visit the Fees and Funding section for a breakdown in your local currency.

Syllabus

The curriculum is designed to transition students from fundamental calculus to advanced theoretical topics. Modules may include:

• Calculus
• Analysis
• Algebra
• Ordinary Differential Equations
• Topology
• Groups, Rings and Fields
• Partial Differential Equations
• Complex Variables
• Number Theory

Careers with Mathematics

Graduates of this programme are highly sought after for their precision and problem-solving capabilities. Many students from the specialist streams successfully gain admission to the world’s leading graduate schools to pursue research careers. Others enter directly into the workforce, finding roles in the financial sector, software development, engineering firms, and the natural sciences. The programme also provides a pathway for those interested in teaching at the elementary or secondary levels through combined degree options.