TY - CONF
AU - Garcia-Planas, M.I.
AU - Carriegos, M.
AU - de Castro, N.
AU - Lopez-Cabeceira, M.
T3 - 19th International Linear Algebra Society Conference
PY - 2014
Y1 - 2014
SP - 88
EP - 88
UR - http://matrix.skku.ac.kr/ILAS-Book/ILAS-2014-Book-v1.pdf
AB - It is well known that the feedback class of a locally Brunovsky linear system is fully determined by the decomposition of state space as direct sum of system invariants [M.V. Carriegos, Linear Algebra App, 438 (2013), 1132-1148]. In this talk we address the problem of enumerating all feedback classes of locally Brunovsky systems over a $n$-dimensional state space and translate to the combinatorial problem of enumerating all the partitions of integer $n$ in some abelian semigroup.
T2 - Meeting of the International Linear Algebra Society
TI - Enumerating feedback classes of locally Brunovsky systems
ER -