Algebraic State Estimation for a Class of Switched Linear Systems | Zendy

Yang Tian | Zendy; Chengcheng Song | Zendy; Wilfrid Perruquetti | Zendy

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Algebraic State Estimation for a Class of Switched Linear Systems

Author(s) -

Yang Tian,

Chengcheng Song,

Wilfrid Perruquetti

Publication year - 2014

Publication title -

studies in informatics and control

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.321

H-Index - 22

eISSN - 1841-429X

pISSN - 1220-1766

DOI - 10.24846/v23i2y201409

Subject(s) - computer science , class (philosophy) , algebraic number , state (computer science) , control theory (sociology) , algorithm , artificial intelligence , mathematics , control (management) , mathematical analysis

Hybrid dynamical systems (HDS), in which continuous dynamics and discrete events coexist and interact between each other, can be used to model a large number of practical systems. Switched systems as higher--level abstractions of HDS, obtained by neglecting the details of the discrete behaviour. A family of dynamical linear subsystems and a switching law, which orchestrates the switching between them, can compose a switched linear system (see [1] for surveys).

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