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.
Harmonic Analysis of Operators on Hilbert Space
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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.