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Note that the state <math>x\ \underline{(} dx \underline{)}\ \underline{(} d^2 x \underline{)},</math> that is, <math>(x, dx, d^2 x) ~=~ (1, 0, 0),</math> is a stable attractor for both orbits.

Note that the state x (dx) (d^2.x),

that is, <x, dx, d^2.x> = <1, 0, 0>,

is a stable attractor for both orbits.

Further discussion of this example, complete with

Further discussion of this example, complete with charts and graphs, can be found at this location:

charts and graphs, can be found at this location:

DLOG D20.  http://stderr.org/pipermail/inquiry/2003-May/000498.html

:* [http://stderr.org/pipermail/inquiry/2003-May/000498.html DLOG D20]

==Note 6==

==Note 6==