[chaoscope] Re: soo... (how many equations)
- From: Chaoscope <chaoscope@xxxxxxxxxxxxxx>
- To: chaoscope@xxxxxxxxxxxxx
- Date: Fri, 24 Jun 2005 00:50:10 +0100
Hi again Kaze, hello all,
that is an awesome piece of work ^ .^ i've lost count now, how many new
equations are there since you released 0.2 to the public?
So far I've added four:
Chaotic flow :
It can be very to Lorenz and Lorenz-84, which, I understand, are also
chaotic flows because the equation governs the movement of the orbit
rather than its position. It's programmable, not only you can change the
constants of the equation (or parameters, like for every other
attractors) but you can also choose where X, Y and Z appear in the
equation. So basically, when you press F3, the equation is randomized
too. (unless you decide otherwise by excluding the right parameters)
Polynomial Function (Abs, Power and Sin) :
These ones I found in Julien Sprott's book on strange attractors. They
are three variations of the classical polynomial function. I grouped
them under the same attractor (the function is a separate option like
the number of IFS matrices) because the equations are similar, although
the attractors are clearly distinct from one equation to the other.
I want to implement one last equation, Neural Network, another creation
of Julien Sprott, although I haven't had the chance to measure its
potential yet. It might not make the grade.
Nicolas Desprez
======================================================
The Chaoscope mailing-list
Archives : //www.freelists.org/archives/chaoscope
Admin contact : chaoscope@xxxxxxxxxxxxxx
Web site : http://www.chaoscope.org
======================================================
Other related posts:
- » [chaoscope] Re: soo... (how many equations)
