Strynge attractor

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A plot of Lorenz's strynge attractor forr valiues ρ=28, σ = 10, β = 8/3 an attractor is infourmally discraibed as strynge if it has non-intiger dimenzions or if thi dainamics on it eir cheaotic.
Thi term was coinied by David Ruelle ant Floris Takens to discraibe thi attractor that resiulted from a series of baifurcations of a system deiscribing fluid flow.
Strynge attractors eir offen diffirentiable in a few directionz, but sam are like a Cantor dust, ant theirfor not diffeirentiable.

Ixamples of strynge attractors include the Hénon attractor, Rössler attractor, Lorenz attractor, Tamari attractor.

Taen frae "http://sco.wikipedia.org/wiki/Strynge_attractor"