I think you have to do "by hand":  I assume the first %p ist meant to be
%pi as well:



(5) -> m:= matrix [[%pi, %i *%e],[-%i*%e,%pi^2]]

        +  %pi    %i %e+
   (5)  |              |
        |            2 |
        +- %i %e  %pi  +
                                                          Type:
Matrix(Expression(Complex(Integer)))


(6) -> cP := characteristicPolynomial(m,x)

            2    2         2              3
   (6)  - %e  + x  + (- %pi  - %pi)x + %pi
                                                                  Type:
Expression(Complex(Integer))

(7) -> solve(cP, x)

   (7)
         +----------------------------+
         |    2      4        3      2       2
        \|4 %e  + %pi  - 2 %pi  + %pi   + %pi  + %pi
   [x = --------------------------------------------,
                              2
           +----------------------------+
           |    2      4        3      2       2
        - \|4 %e  + %pi  - 2 %pi  + %pi   + %pi  + %pi
    x = ----------------------------------------------]
                               2
                                                  Type:
List(Equation(Expression(Complex(Integer))))





Am 27.07.18 um 16:21 schrieb Riccardo GUIDA:
> Hi
>
> does anybody know how to compute the eigenvalues of
>
> (1) -> m:= matrix [[%p, %i *%e],[-%i*%e,%pi^2]]
>
>         ┌  %p     %i %e┐
>    (1)  │              │
>         │            2 │
>         └- %i %e  %pi  ┘
>
> with one of friCAS eigenvalues function?
>
> Thanks in advance, Riccardo
>

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