

- Description
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The Department of Mathematics and Statistics provides a vibrant and supportive home base for students who want to study mathematics and statistics. Our growing department is home to excellent scholars and has a deep commitment to student success, whether taking math as a requirement or as a pursuit of passion. Our faculty members are dedicated to providing an education that emphasizes the knowledge and broad analytical skills that are valuable in today’s world.
Beyond the classroom, our department organizes Torus Talks, a regular presentation series where faculty and students share insights into the uses and versatility of mathematics and statistics, and a Math Help Centre, where students can access additional support in mastering their course work.
- Number of employees
- 0 - 1 employees
- Categories
- Data analysis
- Industries
- Education
Recent projects
Optimization methods for agriculture insurance
This project is an application of mathematical modelling and optimization to a livestock insurance problem. The goal is to analyze various scenarios from a farmer’s perspective and to minimize the loss. The main idea is to design and implement in Python a numerical simulation, including various scenarios in terms of the farm size and insurance premiums.
Integrals for Hopf algebras
In the pure algebraix setting, it is known that there exists a non-unital Hopf algebra which does not admit an integral. The project we are proposing is to extend this example to the case of Hopf C*-algebra. The main difficulty is to deal with the setting of norm topology.
Student Statistical Consultant Program
The Student Statistical Consultant Program aims to provide practical hands-on experience to the students by engaging them in real-world consulting projects. This program serves as a bridge between theoretical knowledge gained in the classroom and applying statistical methodologies to address practical problems raised by clients. Student consultants will work on a variety of projects, collaborating with internal/external clients to deliver actionable insights.
Learning Partial Differential Equations with fMRI Data
In this project, we apply an appropriate data-driven method to derive the potential partial differential equation model hidden in an fMRI dataset collected by Visconti di Oleggio Castello, Matteo et al. (2020). This dataset records the responses of 25 subjects who watched part of the feature film "The Grand Budapest Hotel" by Wes Anderson.
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