Develop your knowledge of Mathematics in a more informal setting and network with members of our School's research community.
The undergraduate research seminar is a series of sessions exploring fun maths topics not covered in the lectures. These sessions are often led by PhD students, and we make sure to introduce every topic in an accessible manner. There are no prerequisites! All undergraduates and postgraduates students in the School of Mathematical Sciences - single honours and joint degrees - are welcome to join.
We also lead sessions where students can ask PhD students and alumni any questions they may have about research, applying for a Master's degree or a PhD program, including what kind of careers a PhD can lead to. All sessions are run in a relaxed environment where we always encourage discussions and provide snacks.
Sessions take place most Wednesdays during term time at 1pm in the Bancroft Building, room 3.24. Please see number 31 on the campus map to locate the Bancroft Building. The next few sessions and topics to be covered are detailed below. Suggestions for session future topics and general ideas and feedback can be given here. To receive email reminders about each event, please fill out this form.
To subscribe to email reminders about upcoming research seminars, please fill out this form. This webpage will also be updated periodically with new events, so please check back regularly. The research seminars are organised by the following PhD students from the School of Mathematical Sciences: Samuel Brevitt, Lucille Calmon, Luka Ilic and Louis Yudowitz.
2nd November 2022, 1pm
Q&A Session on Further Studies after Queen Mary (Bancroft Building, Room 3.24)
In this session we will help answer any questions or concerns you might have about applying and studying for a master’s or PhD after your time at Queen Mary. The panel will consist of the organisers and another PhD student (Zain Kapadia), who have each had a variety of experiences when applying and studying. We hope to see you there!
26th October 2022, 1pm
Order and Disorder by Robert Johnson (Bancroft Building, Room 3.24)
Do regular patterns exist even in the most disordered structures? This talk is about a branch of mathematics called Ramsay theory which deals with the existence of patterns in the most unlikely places.
One important facet of Ramsay theory concerns structures in graphs (or networks). The starting point is the following puzzle which you can think about before the talk: is it true that among any group of 6 people there are either 3 mutual friends or 3 mutual strangers?
Along the way we will see how graphs are popular objects of study for pure mathematicians as well as being important tools for understanding the world. We'll also get a glimpse of how graph theory has developed as a subject and some of the research going on in the Combinatorics group.
19th October 2022, 1pm 1=2 by Luka Ilic (Bancroft Building, Room 3.24)
Wouldn't it be nice if mathematics would allow for a way to take a ball and duplicate it? Starting with one and ending up with two of the exact same thing, like cheating master balls in Pokémon back in the day.
Or would this be awful, because 1=2 and our whole world would collapse?
I will discuss the way mathematics allows us to duplicate our balls and the implications and precise statement of this. Keep an open mind, because serious mathematicians started long lasting mud-fights about this very topic 94 years ago and the splatters last until today.
12th October 2022, 1pm Hardly simple by Tim Davis (Bancroft Building, Room 3.24)
In our first session, we’ll look at some problems in maths that may seem easy at first but are more subtle than they look and don’t often have any solutions!