Closed jlperla closed 7 years ago
With a linear operator $A$, the adjoint $A$ can be used to find the stationary KFE. This can be an eigenvalue problem.... maybe the eigenvector associated with the unit eigenvector of $\exp(A)$? Normalized to be positive and sum to 1?
Fixed. eigenvector associated with unity of $I - A^T$, rescaled to sum to 1.
With a linear operator $A$, the adjoint $A$ can be used to find the stationary KFE. This can be an eigenvalue problem.... maybe the eigenvector associated with the unit eigenvector of $\exp(A)$? Normalized to be positive and sum to 1?