(1.8) can be rewritten as

Since the right side of (1.9) is equal to ( 0 , 0 )when( X , X )( k )=( 0 , 0 ), the origin ( 0 , 0 ) in the domain is the equilibrium point of (1.9).

Theorem 1.3 The equilibrium point ( 0 , 0 ) of (1.9) of the DFMLS is globally asymptotically stable. If there exists a positive dynamic fuzzy matrix ( P , P ), then [18]

Proof: Consider the following Lyapunov ...

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