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- TL;DR Summary
- To find the generalized eigenvectors of a 6x6 matrix

Hi,

I have a set of ODE's represented in matrix format as shown in the attached file. The matrix A has algebraic multiplicity equal to 3 and geometric multiplicity 2. I am trying to find the generalized eigenvector by algorithm (A-λI)w=v, where w is the generalized eigenvector and v is the eigenvector found by (A-λI)v=0. But I am not able to get the eigenvector matrix M as shown in the attached file.

Any help could be useful.

Thanks,

Alwar

I have a set of ODE's represented in matrix format as shown in the attached file. The matrix A has algebraic multiplicity equal to 3 and geometric multiplicity 2. I am trying to find the generalized eigenvector by algorithm (A-λI)w=v, where w is the generalized eigenvector and v is the eigenvector found by (A-λI)v=0. But I am not able to get the eigenvector matrix M as shown in the attached file.

Any help could be useful.

Thanks,

Alwar