Titlebook: Emerging Frontiers in Nonlinear Science; Panayotis G. Kevrekidis,Jesús Cuevas-Maraver,Avadh Book 2020 Springer Nature Switzerland AG 2020

小平面

Synchronization in Discrete Models,rst we discuss the differences between systems with an infinite number of units (corresponding to a mean field approximation) and systems with finite populations; we also discuss conditions for systems with a finite number of states to be able to describe the continuous Kuramoto model.

大溝

Incorruptible

草率女

Microwave Chemical and Materials Processingat generate nonlinearities and how they have been modeled in subfields, such as ecology and epidemiology. We present examples of recent models to highlight the importance of indirect effects and the emergence of alternative stable states, and trade offs. At the same time, we emphasize recent develop

RUPT

Excise

https://doi.org/10.1007/978-3-031-66166-2perties were extended to exotic regimes of nonlinear behaviour, unknown in classical nonlinear optics. In this chapter, we give a historical overview of metamaterials, considering first their exotic linear properties, and show how these give rise to exotic nonlinear properties, at frequency ranges f

同謀

Cupping

Minimalismus und Konsumentenverhaltens. The first two subjects have recently been applied to quantum systems to explore universal phenomena. The last one concerns universal scale-invariant relaxation dynamics in isolated quantum systems. We overview the theoretical foundations of the universal properties and recent experiments on these

小步走路

LANCE

https://doi.org/10.1007/978-3-658-45110-3nd solutions of the underlying equations by the inverse scattering transform. Inverse scattering transform provides the solution to the initial value problem of a class of nonlinear equations. In this article the background, key ideas and methodology of inverse scattering transform are discussed in