Proving chaos for a system of coupled logistic maps: A topological approach.

In the work, we prove the presence of chaotic dynamics, for suitable values of the model parameters, for the discrete-time system, composed of two coupled logistic maps, as formulated in Yousefi et al. [Discrete Dyn. Nat.

Rational expectations and differentiated information costs for heterogeneous fundamentalists in an evolutive Muthian cobweb model.

We extend the evolutionary cobweb setting proposed in Hommes and Wagener [J. Econ. Behav.

Local and global analysis of a speculative housing market with production lag.

We extend the model of Dieci and Westerhoff [J. Evol. Econ.

Fashion cycle dynamics in a model with endogenous discrete evolution of heterogeneous preferences.

We propose a discrete-time exchange economy evolutionary model, in which two groups of agents are characterized by different preference structures. The reproduction level of a group is related to its attractiveness degree, which depends on the social visibility level, determined by the consumption choices of the agents in that group. The attractiveness of a group is initially increasing with its visibility level, but it becomes decreasing when its visibility exceeds a given threshold value, due to a congestion effect.

Agents' beliefs and economic regimes polarization in interacting markets.

In the present paper, a model of a market consisting of real and financial interacting sectors is studied. Agents populating the stock market are assumed to be not able to observe the true underlying fundamental, and their beliefs are biased by either optimism or pessimism. Depending on the relevance they give to beliefs, they select the best performing strategy in an evolutionary perspective.