> Our solvers transform
> system of equations into triangular form. If system is zero
> dimensional (has finite number of solutions) than current
> method works OK. We have problem in case of higher dimensional
> solution set.
I noticed that too, 'triangularSystems' uses 'groebSolve' to
oldk1331 wrote:
>
> The bug is:
>
> (1) -> radicalSolve([x-y],[x,y])
>
>(1) [[x= x]]
> Type:
> List(List(Equation(Expression(Integer
> (2) -> radicalRoots([x-y],[x,y])
>
>(2) [[x]]
> Type:
> List(List(Expressi
The bug is:
(1) -> radicalSolve([x-y],[x,y])
(1) [[x= x]]
Type:
List(List(Equation(Expression(Integer
(2) -> radicalRoots([x-y],[x,y])
(2) [[x]]
Type:
List(List(Expression(Integer)))
(3) -> solve([x-y],[x,y])