Below is a summary of some of the modules on our undergraduate and postgraduate programmes.
More detailed information can be found on the individual module pages on MyLearning, our online teaching platform (access restricted to current Middlesex students and alumni).
BSc/MMath Mathematics and BSc/MSci Mathematics with Computing
MSO1120 – Calculus and Differential Equations
Integration and differentiation are used to model situations in physics and engineering, as well as in other applications. In this module we will look at how to describe these kinds of equations and you will be introduced to the importance of rigour in maths.
Course notes:
MSO1120 – Calculus and Differential Equations
MSO2110 – Groups and Rings
Groups and Rings are structures used throughout maths to emulate objects like whole numbers or matrices. In this module you will be introduced to these structures and you’ll study their properties and what they look like. You’ll find that from very humble beginnings groups and rings lead to a deep and rich theory.
Course notes:
MSO2110 – Groups and Rings Notes
MSO2120 – Mathematical Analysis
This module will begin by looking at what we really mean when we look at limits in mathematics and build on this to give you a greater understanding of series and calculus. The module builds on the ideas introduced in the year 1 modules about the need for rigour in maths. You will develop your ability to question mathematical arguments and to think logically about what definitions mean.
Course notes:
MSO2120 – Metric Spaces Exercises
MSO3120 – Real and Complex Analysis
This module will develop your understanding of mathematical analysis by expanding on topics studied in MSO2120 Mathematical Analysis.
We begin with a rigorous study of multivariable calculus, extending our notion of integration to include line and surface integrals.
We follows this by demonstrating the necessity of an alternative to the Riemann Integral (MSO1120 Calculus and Differential Equations), which leads us to a notion of measure and the powerful Lebesgue integration.
Finally, we will look at analysis in the complex plane, which requires tools from multivariable calculus, where we will learn the differences and similarities between the analysis of real and complex functions.
Course notes:
MSO3120 – Multivariable Calculus
MSO3130 – Communicating Mathematics
This module will develop your mathematics communication skills through a variety of mediums from traditional paper based reports to presentations to online material. It will also develop your appreciation of the role of mathematics in society and its historical development in order to help motivate mathematics to nonspecialists.
As part of this module our students have published some videos to YouTube:
Preparing for Graduation
In these weekly sessions for third year students we prepare you for graduation, employment and further study.
Date  Title  Description 

10th October 2017  Meet and greet  Mix with the first, second and third year undergraduates to discuss your experiences with mathematics so far! 
17th October 2017  Making the most of your final year 

24th October 2017  Research skills workshop 1  Develop the research skills needed for modules such as MSO3130 Communicating Mathematics and MSO3140 Project. 
31th October 2017  Research skills workshop 2  Advanced research skills led by the Library and Research Support team. 
7th November 2017  Building your CV  What do good and bad CVs look like? 
21st November 2017  Building your Linkedin profile  How to set up a profile on this professional social network, and make your first connections. 
28th November 2017  Your final year studies and beyond  Meet two recent graduates

5th December 2017  Guest speaker – Financial Wealth Management  James Keenan (Succession Wealth Management) will talk about the value of mathematicians in the financial sector and how to secure these jobs. 
12th December 2017  Guest speaker – Mathematics Christmas lecture  Rob Eastway (author, director of Maths Inspiration and Christopher Zeeman medal winner) will give his talk “I wasn’t expecting that!”. 