The unilateral shift operator T unifies stationary process invertibility with algebraic invertibility of transfer functions f(T) in the Wiener algebra, where f(T) is the Toeplitz operator with matching norm.
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Stationary Process Invertibility and the Unilateral Shift Operator
The unilateral shift operator T unifies stationary process invertibility with algebraic invertibility of transfer functions f(T) in the Wiener algebra, where f(T) is the Toeplitz operator with matching norm.