Basti05b 2012-08-01 14:54:38
Please find enclosed a PDF file of a Riccati differential equation in
a normalized form.
This Riccati has been generated from another different class
polynomial of degree 31.
Since the polynomial has been solved (without integration), thus we
have the solution of the Riccati , for each alpha(t) and beta(t).
I believe it takes a lot of time to maple to solve some of them for
even simple values of alpha(t)=t and beta(t)=t^2.
Start substituting some values to see how Maple behaves.
This is one of my beautiful classes (different from the other
Riccati), and I believe with a supercomputer one can calculate
polynomials of over a 1000 degrees.
I will also enclose its Maple input.
We are in a NEW EXACT MATH world.