MARTINGALE CONVERGENCE ANALYSIS OF ADAPTIVE SCHEMES - A FEEDBACK APPROACH

[1] Chung K.L., 1974, COURSE PROBABILITY T, V2nd

[2] DUGARD L, 1980, 19TH P IEEE C DEC CO

[3] GOODWIN GC, 1979, 1979 P IEEE C DEC CO, P736

[4] STABILITY THEOREM WITH APPLICATIONS TO ADAPTIVE-CONTROL [J]. IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 1979, 24 (02) : 305 - 312

[5] LANDAU ID, 1982, 6TH P IFAC S ID SYST

[6] LANDAU ID, 1981, 20TH P IEEE C DEC CO

[7] LANDAU ID, 1980, IEEE T AUTOMAT CONTR, V25

[8] NEVEU J, 1972, DISCRETE PARAMETER S

[9] SIN KS, 1980, STOCHASTIC ADAPTIVE

[10] CONVERGENCE OF AML [J]. IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 1979, 24 (06) : 958 - 962

[1] Chung K.L., 1974, COURSE PROBABILITY T, V2nd

[2] DUGARD L, 1980, 19TH P IEEE C DEC CO

[3] GOODWIN GC, 1979, 1979 P IEEE C DEC CO, P736

[4] STABILITY THEOREM WITH APPLICATIONS TO ADAPTIVE-CONTROL [J]. IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 1979, 24 (02) : 305 - 312

[5] LANDAU ID, 1982, 6TH P IFAC S ID SYST

[6] LANDAU ID, 1981, 20TH P IEEE C DEC CO

[7] LANDAU ID, 1980, IEEE T AUTOMAT CONTR, V25

[8] NEVEU J, 1972, DISCRETE PARAMETER S

[9] SIN KS, 1980, STOCHASTIC ADAPTIVE

[10] CONVERGENCE OF AML [J]. IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 1979, 24 (06) : 958 - 962