**Reference:**

B. De Schutter,
V. Blondel,
R. de Vries, and
B. De Moor,
"On the boolean minimal realization problem in the max-plus algebra:
Addendum," Tech. rep. 97-68a, ESAT-SISTA, K.U.Leuven, Leuven, Belgium,
5 pp., Dec. 1997.

**Abstract:**

In this addendum we present an upper bound for the minimal system
order of a max-linear time-invariant discrete event system that can be
computed very efficiently, and we give some lemmas that characterize
the ultimate behavior of the sequence of consective powers of a matrix
in the max-plus algebra.

Technical report: pdf file (109 KB)

@techreport{DeSBlo:97-68a,

author={B. {D}e Schutter and V. Blondel and R. de Vries and B. {D}e Moor},

title={{On} the boolean minimal realization problem in the max-plus algebra: Addendum},

number={97-68a},

institution={ESAT-SISTA, K.U.Leuven},

address={Leuven, Belgium},

month=dec,

year={1997}

}

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