Dynamics Days Latin America and the Caribbean 2018

• Main Author: Martí, Arturo C. (auth)
• Other Authors: Rubido, Nicolás (auth)
• Format: Electronic Book Chapter
• Language: English
• Published: MDPI - Multidisciplinary Digital Publishing Institute 2019
• Subjects: self-organization; temporal aliasing effect; point scatterer; recurrence time; calcium signals; theta neuron; synchrony; neural network; reaction fronts; cyclic dynamics; annular billiard; convection; local field potential; complex systems; Dicke model; coupled oscillators; diffusive instabilities; Slater's theorem; stochastic processes; nonlinear dynamics; computational methods; waves; ecological methods; sampling rates; out of equilibrium system; predator-prey system; IP3Rs dsitribution; birthday problem; mean field models; population dynamics; puffs; delay bifurcation; epidemic models; suppression of synchronization; population biology; Lyapunov exponent; Markov processes; synchronization
• Online Access: DOAB: download the publication; DOAB: description of the publication

This book contains various works presented at the Dynamics Days Latin America and the Caribbean (DDays LAC) 2018. Since its beginnings, a key goal of the DDays LAC has been to promote cross-fertilization of ideas from different areas within nonlinear dynamics. On this occasion, the contributions range from experimental to theoretical research, including (but not limited to) chaos, control theory, synchronization, statistical physics, stochastic processes, complex systems and networks, nonlinear time-series analysis, computational methods, fluid dynamics, nonlinear waves, pattern formation, population dynamics, ecological modeling, neural dynamics, and systems biology. The interested reader will find this book to be a useful reference in identifying ground-breaking problems in Physics, Mathematics, Engineering, and Interdisciplinary Sciences, with innovative models and methods that provide insightful solutions. This book is a must-read for anyone looking for new developments of Applied Mathematics and Physics in connection with complex systems, synchronization, neural dynamics, fluid dynamics, ecological networks, and epidemics.