معرفی
Dr. Marius Tiba is a Lecturer in Pure Mathematics at King's College London, part of the Analysis group within the Department of Mathematics. His academic journey includes a PhD from the University of Cambridge (2021, supervised by Béla Bollobás), a postdoctoral position at IMPA (Rio de Janeiro), and a Titchmarsh Research Fellowship at the University of Oxford (2022–2024). His research focuses on geometric problems rooted in analysis, probability, and combinatorics, with a special emphasis on stability of geometric inequalities, covering systems, Ramsey theory, and Littlewood polynomials.
He holds a BA and Master of Mathematics from Trinity Hall, University of Cambridge. His teaching includes lecturing on Complex Analysis and supervising dissertations on Stability of Geometric Inequalities and Ramsey theory. He currently co-supervises PhD student Albert Rehak at KCL and Zhaoyang Liu at the London School of Geometry and Number Theory.
His research outputs include groundbreaking work on geometric inequalities (e.g., Brunn-Minkowski stability), multicolour Ramsey numbers, and the existence of flat Littlewood polynomials. He collaborates extensively with leading mathematicians like Alessio Figalli and Robert Morris. His work bridges pure mathematics fields, often applying probabilistic and combinatorial techniques to geometric problems.
Key research themes include quantitative stability estimates for functional inequalities, extremal combinatorics, and additive number theory. His contributions have appeared in top journals like the Annals of Mathematics, Journal of the European Mathematical Society, and Inventiones Mathematicae.
