This Special Issue aims to explore chaotic phenomena in discrete-time systems. Authors are welcome to submit their original and review works on discrete-time systems of any dimension which showcase interesting chaotic phenomena. Examples include:

• Symmetric attractors;
• Coexisting attractors;
• Hidden attractors;
• Antimonotonicity;
• Crisis;
• Bifurcations;
• Decay of correlations;
• Transient dynamics;
• Networks and multilayer networks of chaotic maps;
• Robust chaos;
• Infinite number of equilibria;
• Controllable number of equilibria;
• Controllable statistical measures;
• Techniques for constructing new maps;
• Novel tools and measures for studying chaotic maps;
• Digital implementations of the above;
• Applications of chaotic maps and their transformed versions in optimization, encryption, communications, and more.

https://www.mdpi.com/journal/dynamics/special_issues/D6S5O6892J