Study of systems evolving over time. Play Dynamical Systems trivia solo to sharpen your knowledge, or challenge a friend head-to-head in Trivia Tango — every question comes with an explanation so you learn as you play.
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This branch of mathematics studies how systems evolve over time according to fixed rules.
In dynamical systems, this term describes a point where the system stays unchanged if it starts there.
This meteorologist discovered chaos theory while running weather simulations and noticing that tiny rounding errors led to completely different forecasts.
In a dynamical system, this term describes where trajectories tend to end up over long periods of time.
These determine the starting state of a dynamical system and heavily influence its future behavior.
This term describes the path that a system traces through its state space as it evolves over time.
The study of how populations of animals or organisms change over time is a classic application of this mathematical field.
This famous set of three differential equations, discovered by a meteorologist, became an iconic example of chaotic behavior.