Reconstructing original matrix?

[oiprocs]

If I have a matrix of eigenvectors for an originally coupled system of linear differential equations, and I have the eigenvalues, and I also have a solution at some time "t" that was obtained from the original system integrated numerically in its uncoupled form, would I be able to reconstruct the original coefficient matrix? Or do I need more information?

 

[theblackbox]

three, for sure.

 

[Evadman]

I hate eigendecomposition.

 

[oiprocs]

Originally posted by: Evadman
I hate eigendecomposition.

Sweeeet. Thanks! Such a term exists, and now I will rape Google for answers.

for you

 

[Evadman]

Originally posted by: oiprocs

Originally posted by: Evadman
I hate eigendecomposition.

Sweeeet. Thanks! Such a term exists, and now I will rape Google for answers.
for you

You're just lucky I still remember how to spell it.

 

[Gothgar]

lol wut?

 

[oiprocs]

Originally posted by: Evadman

Originally posted by: oiprocs

Originally posted by: Evadman
I hate eigendecomposition.

Sweeeet. Thanks! Such a term exists, and now I will rape Google for answers.
for you

You're just lucky I still remember how to spell it.

Major props. I found exactly what I need.

Matlab was useless for the past hour, but you have now made it relevant again.