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--Copyright The Numerical Algorithms Group Limited 1994.
y := operator y

--I've added case 2 of Kovacic's algorithm for version 1.5
--(version 1.0 had case 1 only, version 2.0 will have case 3).
--For order 2 equations, we can now find those solutions whose
--logarithmic derivative is an algebraic function of degree 2
--(version 1.0 found the solutions whose logarithmic derivatives
--were rational functions).
--Here is an example of an equation that we can solve in 1.5 and not in 1.0:

eq := 2*x**3 * differentiate(y x,x,2) + 3*x**2 * differentiate(y x,x) - 2 * y x


solve(eq,y,x).basis

--(should be:)
--
--              2
--           - ----
--              +-+
--             \|x     1
--   (3)  [%e      ,--------]
--                       2
--                    - ----
--                       +-+
--                      \|x
--                  %e
--                                                Type: List Expression Integer