Congratulations to Han YuLink opens in a new window, who has been awarded a Leverhulme Early Career FellowshipLink opens in a new window to study Arithmetic Structures of Fractals.

Fractals, such as the middle third Cantor set, the Sierpinski Carpet, and the Mandelbrot set are fundamentally important in branches of pure mathematics such as Ergodic Theory and Dynamical Systems, Number Theory, Geometric Measure Theory, and Probability Theory. Understanding the arithmetic structures in fractals is a difficult problem whose advancements will not only greatly boost pure mathematics research but also have direct applications in practical fields such as Material Science. The fellowship aims to solve challenging conjectures concerning the arithmetic of certain dynamically and arithmetically defined fractals.

The Warwick Mathematics Institute has again been recognized as one of the world's top mathematics departments by QS World University RankingsLink opens in a new window, having moved up to 19th worldwide in 2023.

The University of Warwick has been ranked as one of the world's top 25 universities in four subject areasLink opens in a new window: Statistics & Operational Research, Mathematics, Business & Management Studies, and Economics & Econometrics. In total, 30 subjects taught across a range of disciplines at Warwick feature in the annual QS World University Rankings by Subject 2023.

Congratulations to Karen Vogtmann, who has just been elected to membership of the American Academy of Arts and SciencesLink opens in a new window. @theNASciencesLink opens in a new window #NASmemberLink opens in a new window

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The recent paper The Euler characteristic of the moduli space of graphs, by Michael BorinskyLink opens in a new window and Karen VogtmannLink opens in a new window, has been highlighted in an article in Quanta Magazine: Quantum Field Theory Pries Open Mathematical PuzzleLink opens in a new window. You can also read the original arXiv paper hereLink opens in a new window.