We study the problem of controlling the output of a non-affine plant with a state delay, the mathemati-cal model of which is structurally and parametrically a priori uncertain. Within the framework of ap-plying the hyperstability criterion and L-dissipativity conditions, as well as using an implicit reference model and filter correctors in the control system, we consider the use of a combined controller with minimal structural complexity, but ensuring the achievement of the set control goal in a given class of non-affine objects with an unknown state delay.

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The article studies algorithms synthesis of a multiply connected system for controlling non-affine plants, the state variables of which are not available for direct measurement. It is shown that the decentralized control law constructed on the basis of the hyperstability criterion eliminates the influence of non-linearities and compensates external and parametric perturbations in the tracking multiply connected system with the required accuracy.

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