In this paper, we discuss recent progress in research of ensembles of mean field coupled
oscillators. Without an ambition to present a comprehensive review, we outline most …

The earliest scientific descriptions of excessive pedestrian-induced lateral vibrations are
dated back to the 1970s, but it was not until the beginning of the new millennium that bridge …

It is shown that, in the infinite size limit, certain systems of globally coupled phase oscillators
display low dimensional dynamics. In particular, we derive an explicit finite set of nonlinear …

It is shown, under weak conditions, that the dynamical evolution of large systems of globally
coupled phase oscillators with Lorentzian distributed oscillation frequencies is, in an …

Geometric frustration, the inability of an ordered system to find a unique ground state plays a
key role in a wide range of systems. We present a new experimental approach to observe …

We give evidence that a population of pure contrarian globally coupled D-dimensional
Kuramoto oscillators reaches a collective synchronous state when the interplay between the …

Dynamical networks are important models for the behaviour of complex systems, modelling
physical, biological and societal systems, including the brain, food webs, epidemic disease …

Interacting pedestrians in a crowd spontaneously adjust their footsteps and align their
respective step** phases. This self-organization phenomenon is known as …

Synchronization and wave formation in one-dimensional ciliary arrays are studied
analytically and numerically. We develop a simple model for ciliary motion that is complex …

Dynamic performance is an important consideration in long-span bridge design. Owing to its
flexibility and low dam**, various types of vibration from different sources of excitation …