SymTFT for (3+1)d gapless SPTs and obstructions to confinement
Antinucci, A Copetti, C Schäfer-Nameki, S SciPost Physics volume 18 issue 3 114 (31 Mar 2025)
Predicting Treatment Outcomes from Adaptive Therapy — A New Mathematical Biomarker
Gallagher, K Strobl, M Maini, P Anderson, A
Quantitative convergence in relative entropy for a moderately interacting particle system on $\R^d$
Holzinger, A Chen, L Huo, X Electronic Journal of Probability

About the role

We have an exciting opportunity for a motivated and extremely well-organised individual to join the world-leading Mathematical Institute on a permanent, full-time basis as Graduate Studies Officer. 

Real-time inference of the end of an outbreak: Temporally aggregated disease incidence data and under-reporting
Ogi-Gittins, I Polonsky, J Keita, M Ahuka-Mundeke, S Hart, W Plank, M Lambert, B Hill, E Thompson, R Infectious Disease Modelling (01 Apr 2025)
Thu, 15 May 2025
12:00
C6

Recent progress on the inverse scattering theory for ideal Alfvén waves

Mengni Li
(Southeast University, Nanjing)
Abstract

The Alfvén waves are fundamental wave phenomena in magnetized plasmas. Mathematically, the dynamics of Alfvén waves are governed by a system of nonlinear partial differential equations called the magnetohydrodynamics (MHD) equations. Let us introduce some recent results about inverse scattering of Alfvén waves in ideal MHD, which are intended to establish the relationship between Alfvén waves emanating from the plasma and their scattering fields at infinities.The proof is mainly based on the weighted energy estimates. Moreover, the null structure inherent in MHD equations is thoroughly examined, especially when we estimate the pressure term.

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