Jordan chains of $h$-cyclic matrices
Judith J. McDonald, Pietro Paparella

TL;DR
This paper investigates the Jordan chains of $h$-cyclic matrices, providing new theoretical insights and auxiliary results relevant to nonnegative imprimitive irreducible matrices, supported by illustrative examples.
Contribution
It introduces novel results on Jordan chains of $h$-cyclic matrices and extends these findings to nonnegative imprimitive irreducible matrices.
Findings
Characterization of Jordan chains for $h$-cyclic matrices
Auxiliary results for nonnegative imprimitive irreducible matrices
Illustrative examples demonstrating theoretical results
Abstract
Arising from the classification of the matrix-roots of a nonnegative imprimitive irreducible matrix, we present results concerning the Jordan chains of an -cyclic matrix. We also present ancillary results applicable to nonnegative imprimitive irreducible matrices and demonstrate these results via examples.
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