- #1
JamesGoh
- 143
- 0
For a Jordan form (which is a direct sum of individual jordan blocks) that has distinct eigenvalues along the diagonal, how would the exponential of the Jordan form be calculated ?
As far as I am aware the formula for calculating the exponential of a jordan block can only involve one eigenvalue, so how would this work for the case of a matrix having distinct eigenvalues ?
As far as I am aware the formula for calculating the exponential of a jordan block can only involve one eigenvalue, so how would this work for the case of a matrix having distinct eigenvalues ?