The canonical decomposition and blind identification with more inputs than outputs : Some algebraic results
Lieven De Lathauwer · 2003
In this paper we link the blind identification of a MIMO Moving Average (MA) system to the calculation of the Canonical Decomposition (CD) in multilinear algebra. This conceptually allows for the blind identification of systems that have many more inputs than outputs. We also derive a new theorem guaranteeing uniqueness of a high-rank CD and an algebraic algorithm for its computation. 1.