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"Chaos Trajectory"(c) - Tote

Posted by Lisa Clark - Thinker Collection on November 13, 2010 at 5:24pm

Chaos in motion:Roessler system trajectory in 2D phase for xy, for xz, for yz, three non-linear ordinary differential equations defining chaotic dynamics in continuous time, similar to Lorenz's chaos theory attractors but easier to analyze as two of its equations are linear: dx/dt = -y and dy/dt = x + ay. See eigenvalues, Poincare maps, bifurcation diagrams.On canvas/duck with comfortable shoulder straps, hardwared, lined, sized for laptop, books, CDs/wireless toys.

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