Non-Linear Dynamics is back! Enroll today in our free online course and learn the mathematics and computational tools to study chaotic systems.
Instructor Liz Bradley، January 15th:
https://t.co/PNfk4femCn
#ChaosTheory #SystemsThinking #Math #MOOCs
Instructor Liz Bradley، January 15th:
https://t.co/PNfk4femCn
#ChaosTheory #SystemsThinking #Math #MOOCs
Chaotic dynamics along the Lorenz attractor
Video on reduction to a 1D map, the Lorenz map
https://t.co/FPUJ0sbSyM
#ChaosTheory #Fractals #chaos #mathart #DynamicalSystems #NonlinearDynamics #LorenzAttractor #math #maths #manifold
Video on reduction to a 1D map, the Lorenz map
https://t.co/FPUJ0sbSyM
#ChaosTheory #Fractals #chaos #mathart #DynamicalSystems #NonlinearDynamics #LorenzAttractor #math #maths #manifold
YouTube
Dynamics along the Lorenz attractor | Lorenz map, cobweb diagrams
Lorenz found an elegant way to analyze the dynamics on his strange attractor. Looking at the time series of z, he noticed that each local maximum of z seemed to predict the next. He plotted this and his data falls on a curve, which we call the Lorenz map.…