Philip Aston is one of the organisers of the first LMS-Bath Symposium on the Mathematics of Machine Learning which ran last week (3-7 August). The original intention was to have a relatively small workshop at the Universtity of Bath. However, due to the pandemic, the Symposium has gone online and now over 900 people from […]
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The paper “Convergence rate estimates for the low Mach and Alfven number three-scale singular limit of compressible ideal magnetohydrodynamics“, co-authored by Bin Cheng, Qiangchang Ju (IAPCM, Beijing), and Steve Schochet (Tel-Aviv University), has been accepted for publication in the French journal Mathematical Modelling and Numerical Analysis (ESAIM). A link to the abstract and final form […]
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The paper “Holonomy and vortex structures in quantum hydrodynamics“, co-authored by Michael Foskett and Cesare Tronci, has been accepted for publication in the MSRI Proceedings. This is the proceedings of the programme at MSRI on Hamiltonian Systems that ran in Autumn 2018, and Michael and Cesare participated in. A link to the arXiv version of […]
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Anna Kostianko is giving a virtual seminar today (Thursday 16th July) to the Chair for Analysis and Modeling at the Mathematics Department in the University of Stuttgart, Germany. The title of the talk is “Validity of the hyperbolic Whitham modulation equations in Sobolev spaces“. It is based a paper of the same title (arxiv link here). A link to the seminar […]
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The paper “Boost generator in AdS-3 integrable superstrings for general braiding“, co-authored by Juan Miguel Nieto Garcia, Alessandro Torrielli, and Leander Wyss, has been accepted for publication in the Journal of High Energy Physics. A link to the final form preprint at the arXiv is here. The abstract is shown below.
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The paper “Analyticity of the affinity dimension for planar iterated function systems with matrices which preserve a cone“, co-authored by Natalia Jurga and Ian Morris, has been published in Nonlinearity (journal link here and arXiv link here). They prove that when the linear parts of the affinities which define the IFS are 2×2 matrices, which […]
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