Dynamical systems theory provides a rigorous mathematical framework to analyse how systems evolve over time, encompassing a diverse range of phenomena from simple periodic behaviour to highly complex, ...

Hamiltonian systems lie at the heart of classical mechanics, governing the evolution of purely conservative systems where energy is rigorously maintained. Yet, even within these structured frameworks, ...

A new study under the direction of Professor Barak Kol of the Hebrew University's Racah Institute of Physics establishes a novel method for comprehending the dynamics of non-hierarchical three-body ...

Validation figure. Left: contours of predicted and measured chaotic outcome distribution in a bi-variate space describing the motion of the outgoing binary. Right: the ratio of the predicted and ...

What would classical chaos, which lurks everywhere in our world, do to quantum mechanics, the theory describing the atomic and subatomic worlds? Editor's Note: This feature was originally published in ...

Can we find order in chaos? Physicists have shown, for the first time that chaotic systems can synchronize due to stable structures that emerge from chaotic activity. These structures are known as ...

Introduces undergraduate students to chaotic dynamical systems. Topics include smooth and discrete dynamical systems, bifurcation theory, chaotic attractors, fractals, Lyapunov exponents, ...

Computers are great at creating order. But a recent study shows that they're poor at creating the exact opposite: chaos. It's beyond the ability of digital computers to reliably reproduce the behavior ...

The Multidisciplinary Engineered Dynamic Systems research group focuses on collaborative research at the interface of engineering disciplines including dynamics, vibration, acoustics, signal ...