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Mathematical Modelling of Carbohydrate and Protein Metabolism in Muscle (2025)
Journal Article
Alharbi, B. M., Williams, H. E., Parr, T., Brameld, J., Fallaize, C., & Wattis, J. A. D. (in press). Mathematical Modelling of Carbohydrate and Protein Metabolism in Muscle. Mathematical Biosciences,

We propose a mathematical model based on coupled ordinary differential equations (ODEs) for metabolite concentrations with the aim of investigating how modifications to the rates affects outputs from a regulatory network. Our aim is to model the rela... Read More about Mathematical Modelling of Carbohydrate and Protein Metabolism in Muscle.

The START (STrAtegies for RelaTives) Intervention for Family Carers of People With Dementia: Evaluation, Statistical Challenges and Impact (2025)
Book Chapter
Barber, J. A., O’Keeffe, A. G., & Livingston, G. (2025). The START (STrAtegies for RelaTives) Intervention for Family Carers of People With Dementia: Evaluation, Statistical Challenges and Impact. In P. J. Aston (Ed.), More UK Success Stories in Industrial Mathematics (113-119). Springer. https://doi.org/10.1007/978-3-031-48683-8_15

The STrAtegies for RelaTives (START) intervention is a psychological therapy to reduce anxiety and depression in family carers of people with dementia living in the community. It was developed and evaluated, using a randomised controlled trial, by a... Read More about The START (STrAtegies for RelaTives) Intervention for Family Carers of People With Dementia: Evaluation, Statistical Challenges and Impact.

FROBENIUS MONOIDAL FUNCTORS FROM AMBIADJUNCTIONS AND THEIR LIFTS TO DRINFELD CENTERS (2025)
Journal Article
Flake, J., Laugwitz, R., & Posur, S. (in press). FROBENIUS MONOIDAL FUNCTORS FROM AMBIADJUNCTIONS AND THEIR LIFTS TO DRINFELD CENTERS. Advances in Mathematics,

We identify general conditions, formulated using the projection formula morphisms, for a functor that is simultaneously left and right adjoint to a strong monoidal functor to be a Frobenius monoidal functor. Moreover, we identify stronger conditions... Read More about FROBENIUS MONOIDAL FUNCTORS FROM AMBIADJUNCTIONS AND THEIR LIFTS TO DRINFELD CENTERS.

Uncertainty mapping and probabilistic tractography using Simulation-based Inference in diffusion MRI: A comparison with classical Bayes (2025)
Journal Article
Manzano-Patron, J., Deistler, M., Schröder, C., Kypraios, T., Gonçalves, P. J., Macke, J. H., & Sotiropoulos, S. N. (online). Uncertainty mapping and probabilistic tractography using Simulation-based Inference in diffusion MRI: A comparison with classical Bayes. Medical Image Analysis, https://doi.org/10.1016/j.media.2025.103580

Simulation-Based Inference (SBI) has recently emerged as a powerful framework for Bayesian inference: Neural networks are trained on simulations from a forward model, and learn to rapidly estimate posterior distributions. We here present an SBI frame... Read More about Uncertainty mapping and probabilistic tractography using Simulation-based Inference in diffusion MRI: A comparison with classical Bayes.

Modelling the vibrational response of structures to high-frequency turbulent boundary layer excitation (2025)
Journal Article
Finn, J., Tanner, G., & Richter, M. (2025). Modelling the vibrational response of structures to high-frequency turbulent boundary layer excitation. Journal of Sound and Vibration, Article 119097. https://doi.org/10.1016/j.jsv.2025.119097

Modelling the response of complex built-up structures under the influence of distributed and correlated high-frequency force fields is an important aspect in many structural dynamics applications. A prime example of such a forcing is the pressure fie... Read More about Modelling the vibrational response of structures to high-frequency turbulent boundary layer excitation.

Sampling and Estimation on Manifolds using the Langevin Diffusion (2025)
Journal Article
Bharath, K., Lewis, A., Sharma, A., & Tretyakov, M. V. (in press). Sampling and Estimation on Manifolds using the Langevin Diffusion. Journal of Machine Learning Research,

Error bounds are derived for sampling and estimation using a discretization of an intrin-sically defined Langevin diffusion with invariant measure dµ ϕ ∝ e −ϕ dvol g on a compact Riemannian manifold. Two estimators of linear functionals of µ ϕ based... Read More about Sampling and Estimation on Manifolds using the Langevin Diffusion.

Pretriangulated 2-representations via dg algebra 1-morphisms (2025)
Journal Article
Laugwitz, R., & Miemietz, V. (in press). Pretriangulated 2-representations via dg algebra 1-morphisms. Documenta Mathematica,

This paper develops a theory of pretriangulated 2-representations of dg 2-categories. We characterize cyclic pretriangulated 2-representations, under certain compactness assumptions, in terms of dg modules over dg algebra 1-morphisms internal to asso... Read More about Pretriangulated 2-representations via dg algebra 1-morphisms.

An introduction to p-adic L-functions (2025)
Journal Article
Rodrigues Jacinto, J., & Williams, C. (2025). An introduction to p-adic L-functions. Essential Number Theory, 4(1), 101–216. https://doi.org/10.2140/ent.2025.4.101

These expository notes introduce p-adic L-functions and the foundations of Iwasawa theory. We focus on Kubota Leopoldt's p-adic analogue of the Riemann zeta function, which we describe in three di erent ways. We rst present a measure-theoretic (anal... Read More about An introduction to p-adic L-functions.

Constraining accretion physics with gravitational waves from eccentric extreme-mass-ratio inspirals (2025)
Journal Article
Duque, F., Kejriwal, S., Sberna, L., Speri, L., & Gair, J. (2025). Constraining accretion physics with gravitational waves from eccentric extreme-mass-ratio inspirals. Physical Review D, 111(8), Article 084006. https://doi.org/10.1103/physrevd.111.084006

We study the evolution of eccentric, equatorial extreme-mass-ratio inspirals (EMRIs) immersed in the accretion disks of active galactic nuclei. We find that single gravitational-wave observations from these systems could provide measurements with ∼1... Read More about Constraining accretion physics with gravitational waves from eccentric extreme-mass-ratio inspirals.