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Huge congratulations to Dr Bryn Davies, who has received a Leverhulme Research Leadership Award, 鈥淯nlocking a New Generation of Imperfection-Resilient Metamaterials.鈥�

Previous winners of this in the department include Peter Topping, Martin Hairer, and Tom Montenegro-Johnson.

Congratulations to Professor James Sprittles, who has been awarded an EPSRC Open Fellowship to lead a new programme on drop collisions and their collective behaviour, spanning scales from nanometres to kilometres.

Congratulations to Professor Tim Austin and Professor Felix Schulze, who have both been awarded ERC Advanced Grants. There were only 9 grants in Mathematics awarded overall, and only 3 in the UK.

Professor Filip Rindler has been awarded 拢1.75 million from the European Research Council to investigate concentration phenomena in Mathematical Analysis with applications to Material Science. Read more about his work in this article.

The European Research Council (ERC) has announced that Joel MoreiraLink opens in a new window is among the winners of its prestigious . According to the European Research Council: "The funding is worth in total 鈧�636 million and is part of the Horizon Europe programme. It will help excellent younger scientists, who have 2 to 7 years鈥� experience after their PhDs, to launch their own projects, form their teams and pursue their most promising ideas."

Joel Moreira has been awarded the 5-year, 鈧�1.5M grant to study Dynamical Approaches to Number Theory and Additive Combinatorics.

In the last few decades, dynamical approaches have been successfully applied to problems arising in Ramsey theory, Additive Combinatorics and Number theory. Techniques pioneered by Moreira and others have widen the range of applications to problems previously out of reach. This grant seeks to build upon these novel ideas to gain new insights into several fundamental questions. The study will address questions about partition regularity of polynomial configurations in the natural numbers; questions about the statistical behaviour of multiplicative functions, and the question of which infinite configurations are present in every set of positive density. Despite appearing unrelated, there are deep connections between all these problems, often formulated in the language of ergodic theory or dynamical systems.