Diffequations - HP Mathematics II User Manual

lineary dependent (as in the example of eigenvectors), then |£
the matrix cannot be diagonalized (not diagonalizable). ^,
Interface:
The matrix has to be put into the matrix writer:
-455
-565
-556
The output is the matrices K and D. The matrix K may be
found by inverting K.
.Rera. If intermediate results are wanted, you
may look at the problems of finding eigenva-
lues and eigenvectors separately.
£•— r
g*
System of differential equations
Here a set of linear, homogenous differential equations with
constant coefficients are solved by using the method of dia- ^ -
gonalization. —- L
2. Linear algebra 28