08/23/2007, 07:43 PM
Without lose of generality, set the fixed point of
at zero. It is well known that
. Consider that
, then
. But this gives a functional equation for a geometrical progression solved at
by
.
Second derivitive of a dynamical system
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08/23/2007, 07:43 PM
Without lose of generality, set the fixed point of
08/23/2007, 08:16 PM
Daniel Wrote:It is well known that This is not well-known but one requirement for uniqueness.
08/24/2007, 06:44 PM
The idea here is that the Taylor series for an arbitrary dynamical system
08/24/2007, 07:00 PM
Daniel Wrote:The regular formula for geometrical progressionsWhat do you mean by this?
08/24/2007, 10:34 PM
bo198214 Wrote:Daniel Wrote:The regular formula for geometrical progressionsWhat do you mean by this? That For Here |
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