Система государственного регулирования финансово-экономических процессов в вузах в современных условиях. Монография. Раиса Савкина

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определяется оценками, получаемыми студентами во время и по завершению обучения, что приводит к завышению показателей успеваемости, так как и труд преподавателя оценивается по тем же критериям.

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