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Usually, the dynamics of linear time-invariant systems described by anintegral operator of convolution type, which is defined in the Hilbert space ofLebesgue square integrable functions on the whole line. Such a descriptionleads to contradictions. It is shown that the transition to the Hilbert spaceof almost periodic functions leads to the elimination of the detectedinconsistencies. Multiple signals and interference with discrete spectrum aresystems of sets. The properties of these systems lead to a new more effectivemethod to combat noise in this space. The method used to identify thedifferential equations for the airbus. Baseline data were obtained duringautomatic landing.

The function space to describe the dynamics of linear systems