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Partial convergence and sign convergence of matrix powers via eigen c--ads
1998
The Electronic Journal of Linear Algebra
Preserved Fulltext
This paper investigates the convergence over the reals and in the sign +; ,; 0 sense of individual elements of matrix powers A k as k ! 1 in dependence on the eigenvalues and left and right generalized eigenvector structure of a given matrix A 2 R nn theoretically and computationally.
doi:10.13001/1081-3810.1015
fatcat:3jwwew3f4zbrtecbbdrl6hccva