We analyze a discrete time two-sector economic growth model where the production technologies in the final and human
capital sectors are affected by random shocks both directly (via productivity and factor shares) and indirectly (via a pollution
externality). We determine the optimal dynamics in the decentralized economy and show how these dynamics can be described in terms of a two-dimensional affine iterated function system with probability. This allows us to identify a suitable parameter configuration capable of generating exactly the classical Barnsley’s fern as the attractor of the log-linearized optimal dynamical system.
Nel rispetto della Direttiva 2009/136/CE, ti informiamo che il nostro sito utilizza i cookies. Se continui a navigare sul sito, accetti espressamente il loro utilizzo.