Events in the Department of Mathematics
Find out more about events, seminars and public lectures in the Department of Mathematics.
Heilbronn Algebra Seminar - Adam Thomas
Title: When is complete reducibility inherited? Abstract: A subgroup X of G = GL(V) is said to be G-cr if X acts completely reducibly on V. In the 1990s, Serre generalized this to subgroups of an arbitrary connected reductive algebraic group G, a concept that has generated a lot of interest since. I will present joint work with Martin Liebeck (Imperial)...
Interdisciplinarity &: 2026 Series - Co-Authorship: Rotating Roundtables
Co-authoring can offer significant benefits in interdisciplinary research bringing together experts from various fields to produce impactful publications. How can we effectively manage co-authoring processes to ensure equitable contributions and recognition? What best practices can we adopt to enhance collaboration and productivity? Join us to...
Manchester Number Theory Seminar - Tomasz Kosciuszko
Speaker: Tomasz Kosciuszko Title: TBA Abstract: TBA Room: Frank Adams 1
Logic Seminar - Jonathan Kirby
Speaker: Jonathan Kirby (The University of East Anglia) TBC
Heilbronn Algebra Seminar - Pete Gautam
Title: tbc Abstract: tbc
Manchester Number Theory Seminar - Jenny Roberts (KCL)
Speaker: Jenny Roberts (KCL) Title: TBA Abstract: TBA Room: Frank Adams 1
Digital Trust and Security Webinar: Daniel Shiu
The Internet is shifting to post?quantum security as current encryption weakens. This talk explores the risks &how we can protect our future This event invites participants from all disciplines and backgrounds to come together, fostering interdisciplinary connections and discussions. Talk Title: Can we make the Internet quantum-resistant? The...
Logic Seminar - Orla McGrath
Speaker: Orla McGrath (University of Leeds) TBC
Heilbronn Algebra Seminar - Anja Meyer
Title: tbc Abstract: tbc
Manchester Number Theory Seminar - Joseph Harrison (Warwick)
Speaker: Joseph Harrison (Warwick) Title: Sum-product phenomena in algebraic groups Abstract: The cardinality of sumsets and product sets can be regarded as quantitative indicators of additive or multiplicative structure. Erd{\H o}s and Szemer{\' e}di proved that a set of integers cannot have both a small sumset and a small product set. In other...
