Dear Newsgroup:
Please find enclosed a PDF file of a Riccati differential equation in
a normalized form.
http://mathforum.org/kb/thread.jspa?threadID=1742434&tstart=0
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.
Dr.M.Basti