Hello
Once again I'm stuck: I need to calculate (explicitly) a (real) fundamental system of the following ODE:
Can somebody help me? I know it has something to do with Jordan normal form but my linear algebra is really worse .
THX very much!
Hello
Once again I'm stuck: I need to calculate (explicitly) a (real) fundamental system of the following ODE:
Can somebody help me? I know it has something to do with Jordan normal form but my linear algebra is really worse .
THX very much!
Find , its columns provide a fundamental system.
In our case,
so,
Fernando Revilla
Diagonal block matrix.
Fernando Revilla
You need to find the characteristic polynomial to find the eigenvalues. After you have the eigenvalues you can find a basis of genervalized eigenvectors, from there you will know the size of each Jordan block for each eigenvalue, so you can write down the Jordan Normal form.