1[1]Renault S,Coirault P.Adaptive set membership identification for active noise control.In: IEEE International Conference on Control Applications,Dearborn,2001.
2[2]Maksarov D G,Norton J P.State bounding with ellipsoidal set description of the uncertainty.Int.J.Control,1996,65(5): 847-866.
3[3]Rangan S,Goyal V K.Revursive consistent estimation with bounded noise.IEEE.Trans.Information Theory.2001,47(1):457-464.
4[4]Schlaepfer F M,Schweppe F C.Continuous-time state estimation under disturbances bounded by convex sets.IEEE Trans.Aut.Control,1972,17(2): 197-205.
5[5]Chernos' ko F 1.Optimal guaranteed estimates of indeterminacies with the aid of ellipsoids.Ⅱ.Engineering Cybernetics,1980,18(4): 1-9.
6[6]Schweppe F C.Recursive state estimation: unknown but bounded errors and system inputs.IEEE Trans.Aut.Control,1968,13(1): 22-28.
7[7]Ovseevich A I,Chernos'ko F L.On optimal ellipsoids approximating reachable sets.Problems of Control and Information Theory,1987,16(1): 125-134.
8[8]Bertsekas D P,Rhodes I B.Recursive state estimation for a set-membership description of uncertainty.IEEE Trans.Aut.Control,1971,16(1): 117-128.
9[9]Gollamudi S,Nagaraj S,Kapoor S,et al.Set-membership state estimation with optimal bounding ellipsoids.In:Proc.of Conf.On International Symposium on Inform.Theory and its Application,Victoria,1996.