Cagri Sert

Dr Cagri Sert is an Assistant Professor in the Mathematics Department at the University of Warwick. His research focuses on dynamical systems, ergodic theory, and probability theory, with significant contributions to fractal geometry and group actions. He collaborates widely, including with researchers like R. Aoun, I.D. Morris, and A. Gorodnik. His work often explores random walks in hyperbolic spaces and their applications to measure theory, spectral analysis, and self-affine structures.

Key research themes include stationary measures, self-affine fractals, and large deviations in dynamical systems. He has delivered talks at institutions such as the Georgia Institute of Technology and the École Normale Supérieure, and organizes events like the Warwick ETDS Seminar. His recent publications address topics such as projections of self-affine fractals and the joint spectrum in Lie groups.

• Publications span journals like Duke Math. J., Annals of Probability, and Ergodic Theory and Dynamical Systems.
• Upcoming engagements include speaking at the French-Japanese Mathematics Seminar and the 75th British Mathematical Colloquium.

Dr Sert’s research bridges pure mathematics disciplines, with implications for geometry, probability, and algebraic structures.