Nonlinear systems

Additive state decomposition

Additive state decomposition occurs when a system is decomposed into two or more subsystems with the same dimension as that of the original system. A commonly used decomposition in the control field is to decompose a system into two or more lower-order subsystems, called lower-order subsystem decomposition here. In contrast, additive state decomposition is to decompose a system into two or more subsystems with the same dimension as that of the original system. Taking a system P for example, it is decomposed into two subsystems: Pp and Ps, where dim(Pp) = np and dim(Ps) = ns, respectively. The lower-order subsystem decomposition satisfies By contrast, the additive state decomposition satisfies (Wikipedia).

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Dimension