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Department of Mathematics

Research seminars

We maintain a varied and collaborative series of seminars across our research areas.

Dynamical Systems and Analysis Seminar - Julia Münch

14:00 - 15:00 02 February 2026

Speaker: Julia Münch (University of Liverpool) Title: Extensions and applications to Sullivan's dictionary Abstract: For generalising complex dynamics to higher real dimensions it is natural to consider quasi-regular mappings. The subfamily of uniformly quasi-regular mappings is particularly well understood but it is difficult to find inter..

Dynamical Systems and Analysis Seminar - Eng-Jon Ong

14:00 - 15:00 09 February 2026

Speaker: Eng-Jon Ong (Queen Mary University of London) Title: Discrete spectrum in S-adic substitution dynamical systems via the balanced pair algorithm Abstract: Substitutions and S-adic dynamical systems are a natural framework for generating and studying infinite symbolic sequences via the iterative application of substitution rules. For..

Eder Zavala -- Mathematical analysis of endocrine rhythms and wearable time series data [IN PERSON]

14:00 - 15:00 09 February 2026

Join us for this seminar by Eder Zavala (Manchester) as part of the Maths in the Life Sciences seminar series (and the online North West Seminar Series in Mathematical Biology and Data Sciences in collaboration with Liverpool Universities). Title: Mathematical analysis of endocrine rhythms and wearable time series data Hormones are essentia..

Manchester Geometry Seminar - Konstantinos Kourliouros

15:00 - 16:00 09 March 2026

Speaker: Konstantinos Kourliouros (Imperial) Title: Dynamical Propagation of Uncertainty: Contact Geometry, Statistics and Legendrian Singularities. Abstract: In this talk I will present a newly established contact geometric theory underlying the dynamical propagation of uncertainty in random dynamical systems with bounded noise. Using this..

Manchester Geometry Seminar - Adam Maskalaniec

15:00 - 16:00 23 March 2026

Speaker: Adam Maskalaniec (Warsaw) Title: k-contact geometry in relativistic hydrodynamics Abstract: We develop a rigorous geometric framework for the study of relativistic spin hydrodynamics, described by generalized thermodynamic relations. Our approach extends the classical contact geometric description of equilibrium thermodynamics by..

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