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non-identical coupled logistic maps
is governed by a set of six differential equations of the first order
where x1, x2, y1, y2, z1, z2, are dynamical variables, a1, a2, b, c are oscillator parameters, µ is the dissipative coupling parameter. On this page a chart of dynamical regimes in the parameter plane (a1, a2) is represented, which was built by means of computer solution of the differential equations at b=0.2, c=8.5, µ=0.02. The structure of bifurcation lines on the plane is typical for the set of the coupled oscillator systems. Phase portraits of attractors at some representative points of the parameter plane are shown around.
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