I'm trying to use Eureqa to fit a solution to some x-versus-y data that I have, but based upon my intuition of the problem, I also need the solution to satisfy constraints that aren't properly data points.
Specifically, I need a solution where, as x approaches infinity, y must approach 50 asymptotically. (That is, y approaches 50, and all derivatives dy/dx, d2y/dx2, d3y/dx3, and so on approach zero as x approaches infinity. Also, y is never less than 50.) If it helps, I can subtract 50 from all data points and express the constraint as "the value and all derivates approach zero as x approaches infinity".
Is there a way to get Eureqa to do this?
Thanks in advance!