Explore the fascinating world of chaos theory through entropy calculations and Feigenbaum's constants. This tool helps you understand how small changes can lead to dramatically different outcomes in complex systems.
Calculate binary entropy to measure uncertainty and information content in probability distributions. Perfect for understanding information theory and data compression.
Discover the universal constants δ (delta) and α (alpha) that appear in the period-doubling bifurcations of chaotic systems. These constants are fundamental to understanding chaos.
Visualize how small changes in initial conditions can lead to dramatically different outcomes. Watch the system evolve and observe the emergence of chaos.
Bifurcation rate constant
Scaling constant
These constants emerge from period-doubling bifurcations in nonlinear systems.
The Chaos Theory Explorer lets you play with entropy, Feigenbaum's constants, and chaos simulations. See how tiny changes can lead to wildly different outcomes—perfect for students, teachers, and chaos enthusiasts.
It measures uncertainty or disorder in a system.
Mitchell Feigenbaum discovered universal constants in chaos theory.
Yes, use the export button to save your diagram.
It's for all levels—explanations are included.