In this paper, we look for the relevance of chaos in the well-known Hicks-Samuelson's oscillator model investigating …. We compute the Lyapunov exponent, via Monte-Carlo simulations, to detect chaos in the evolution of the income between … quasi-periodic attractor that can be chaotic or not. …

In this paper, we look for the relevance of chaos in the well-known Hicks-Samuelson's oscillator model investigating …. We compute the Lyapunov exponent, via Monte-Carlo simulations, to detect chaos in the evolution of the income between … quasi-periodic attractor that can be chaotic or not. …

core to German labor market dynamics. Chaos does not occur.  …

characterized by what is called 'systemic chaos', however the drivers of these chaotic dynamics have not been explicitly analyzed … chaos, in three steps. First, we show that the accumulation process can be mathematically described by what is known as a … missing detailed understanding of how systemic chaos is an outcome of the contradictory dynamics of capital accumulation …

This research explores five barriers, acting as obstacles to chaos in terms of policy (A), economic (B), social (C … state of the systems is then presented, the element that generates the mathematical equation specific to chaos, the block … through its components and for different economic partners, the state of chaos is explained by means of a structure with …

expensive. The polynomial chaos approach has been shown to be more efficient than Monte Carlo for quantifying the effects of … polynomial chaos theory for parameter estimation: a Bayesian approach, and an approach using an extended Kalman filter (EKF) to … obtain the polynomial chaos representation of the uncertain states and the uncertain parameters. The two methods are applied …

-linearity that gives rise to a jerk differential equation, which is in principle capable of generating chaos. The model is …