Encryption Using Iterated Maps
Link to open source: https://github.com/gsdev42/Iterated-Maps
The basic idea behind iterated maps involves taking an initial value, applying a defined function to it, and then using the result as the new input for the next iteration. This process is repeated indefinitely, generating a sequence of values that represents the system's trajectory through its state space.
Iterated maps can exhibit a variety of behaviors, ranging from stable fixed points and periodic orbits to chaotic and unpredictable trajectories. The study of iterated maps helps researchers understand the underlying dynamics of systems and predict their long-term behavior under different conditions.
