ON ASYMPTOTICS OF OPTIMAL PARAMETERS OF STATISTICAL ACCEPTANCE CONTROL

In the construction of high-rise residential buildings, hydraulic structures and other various complexes, numerous building materials, electric and gas equipment are used, which are manufactured at factories and various enterprises. The quality of these materials or products must comply with the established standard. Before sending manufactured products to consumers, they should be carefully examined in the technical control department where defective products are removed. Verification of all finished products will not be economically feasible, therefore, a sample survey should be carried out. Methods of statistical acceptance control (SAC) can assess the quality of finished industrial or agricultural products. Mathematical-statistical sampling methods or SAC are mainly used in acceptance, cooperation and final control at the enterprise in order to check-up finished products. SAC allows acceptance of finished products at the lowest costby choosing the SAC plans. In this paper we study the asymptotic solution for the parameters of a simple (inconsistent) SAC minimizing the average loss from accepted and rejected product populations presented for inspection.

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