This survey article is concerned with the study of bifurcations of discontinuous piecewise-
smooth maps, with a special focus on the one-dimensional case. We review the literature on …

We develop a financial market model with interacting chartists and fundamentalists that
embeds the famous bull and bear market model of Huang and Day as a special case. Their …

In the present paper, we investigate the complex dynamics arising from a behavioral
exchange rate discontinuous model with heterogeneous agents. Unlike previous works …

We consider a banking duopoly model with a macroprudential policy in Indonesia called
loan-to-deposit ratio-based reserve requirement (LDR-RR). The objective of the policy is to …

Modern agricultural commodity markets are simultaneously governed by a physical and a
financial market element. Whether financial “index trading” activity influences price levels on …

We present a simple financial market model with interacting chartists and fundamentalists.
Since some speculators only become active when a certain misalignment level has been …

We study a particular bifurcation structure observed in the parameter space of a one-
dimensional continuous piecewise smooth map generated by the credit cycle model …

We generalize an existing asset market model with heterogenous agents. In particular, we
consider the case in which no-trade and low-trade intervals of chartists and fundamentalists …

We develop a financial market model with heterogeneous agents who can be affected by
confirmation bias. In particular we consider optimistic and pessimistic agents who adjust …

We consider a family of piecewise linear bimodal maps having the outermost slopes positive
and less than one. Three types of bifurcation structures incorporated into the parameter …