MATRICES WITH MAXIMUM UPPER MULTIEXPONENTS IN THE CLASS OF PRIMITIVE, NEARLY REDUCIBLE MATRICES
Bo Zhou · Taiwanese Journal of Mathematics · 1998
B. Liu has recently obtained the maximum value for the $k$th upper multiexponents of primitive, nearly reducible matrices of order $n$ with $1 \leq k \leq n$. In this paper primitive, nearly reducible matrices whose $k$th upper multiexponents attain the maximum value are completely characterized