"Game Theory Approach to Sliding Window H-infinity Algorithm for Dynamical Modeling Design" . "[A10E8B1A45A4]" . . "n\u00E1m. Republiky 15 614 00 Brno" . . . "Proceedings of the 17th conference STUDENT EEICT 2011" . . . "Burlak, Vladim\u00EDr" . "RIV/00216305:26220/11:PU92342" . . "6"^^ . "2011-04-28+02:00"^^ . . "26220" . "NOVPRESS s.r.o" . "2"^^ . . "2"^^ . . . . "P(GD102/09/H081), S" . . "Game theory, recursive identification, H-infinity parameter estimation, sliding data window"@en . "In this paper, we extend the game theory in order to adaptive process identification through a linear hypermodel. Deterministic cost function has been performed by using game theory approach, which enables us, with dynamic optimization technique, the derivation of recursive H-infinity method (RecH-infinity) and sliding window recursive H-infinity method over finite data horizon (SW-RecH-infinity). Advantages of the proposed approach are illustrated in the simulations example on the mathematical model."@en . "200793" . . . "Game Theory Approach to Sliding Window H-infinity Algorithm for Dynamical Modeling Design"@en . . "In this paper, we extend the game theory in order to adaptive process identification through a linear hypermodel. Deterministic cost function has been performed by using game theory approach, which enables us, with dynamic optimization technique, the derivation of recursive H-infinity method (RecH-infinity) and sliding window recursive H-infinity method over finite data horizon (SW-RecH-infinity). Advantages of the proposed approach are illustrated in the simulations example on the mathematical model." . . "Dokoupil, Jakub" . "RIV/00216305:26220/11:PU92342!RIV11-GA0-26220___" . "Game Theory Approach to Sliding Window H-infinity Algorithm for Dynamical Modeling Design" . . "Game Theory Approach to Sliding Window H-infinity Algorithm for Dynamical Modeling Design"@en . . "Brno" . . "978-80-214-4273-3" . .