Landmark results in Ramsey theory and a remarkably simple aperiodic tile capped a year of mathematical delight and discovery. Chaos Researchers Can Now Predict Perilous Points of No Return A ...

Chaos theory explains why some phenomena are unpredictable even though the phenomena are described by mathematical equations that are known perfectly well. For example, the weather seems impossible to ...

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“The ergodic theory group in Bristol is young and dynamic and is closely linked to the number theory and quantum chaos groups. The study of mathematical billiards and, more generally, Teichmueller ...

bifurcation theory, chaotic attractors, fractals, Lyapunov exponents, synchronization and networks of dynamical systems. Applications to engineering, biology and physics will be discussed. Requisites: ...

Just how large a slice of chaos do we need to be sure to find a particular ... I had three major motivations for writing it: Mathematical: The fundamental Ramsey theory results, like Ramsey's theorem ...

Meanwhile, the mathematical understanding of quantum chaos, random matrix theory and spectral geometry has seen many important advances in the recent decades. This workshop provides ample ...