# Roessler Attractor

After the Lorenz attractor was found and intensively studied, the German biochemist Otto Eberhard Rössler simplified the model in 1976 and discovered a system that contains only one wing^{1}.

The resulting attractor has interesting topological properties as part of it is similar to a Möbius strip.

## Renders

Differential system:

\[\dot{x} = -y - z\] \[\dot{y} = x + a\, y\] \[\dot{z} = b + z\, (x - c)\]Constants:

\[a = 0.2\] \[b = 0.2\] \[c = 5.7\]-
O.E. Rössler, 1976. "An equation for continuous chaos". Phys. Let. A. 57(05). doi:10.1016/0375-9601(76)90101-8. ↩