
The paper proposes decision rules that allow comparing alternatives by preference for different cases of information regarding criteria importance and growth of preferences along criteria scale. These rules work within the framework of the new model of decision making situation with criteria forming a multi-level structure. This model was previously developed by the authors. The created methodology is free from fundamental drawbacks that cannot be avoided in principle, which are intrinsic to the analytic hierarchy process and all other known methods of problem solving with hierarchical structure.
Предложены решающие правила, позволяющие в рамках разработанной ранее авторами модели ситуации принятия решений при многих критериях, образующих многоуровневую систему, сравнивать по предпочтительности варианты решения с учетом различных видов информации о важности критериев и о характере роста предпочтений вдоль их шкалы. Создана методология, свободная от неустранимых принципиальных недостатков, присущих методу анализа иерархий и всем другим известным методам, ориентированным на решение задач с иерархической структурой.
МНОГОКРИТЕРИАЛЬНЫЕ ЗАДАЧИ ПРИНЯТИЯ РЕШЕНИЙ, ИЕРАРХИЧЕСКАЯ СТРУКТУРА, ВАЖНОСТЬ КРИТЕРИЕВ, ШКАЛЫ КРИТЕРИЕВ, ТЕОРИЯ ВАЖНОСТИ КРИТЕРИЕВ, МЕТОД АНАЛИЗА ИЕРАРХИЙ
МНОГОКРИТЕРИАЛЬНЫЕ ЗАДАЧИ ПРИНЯТИЯ РЕШЕНИЙ, ИЕРАРХИЧЕСКАЯ СТРУКТУРА, ВАЖНОСТЬ КРИТЕРИЕВ, ШКАЛЫ КРИТЕРИЕВ, ТЕОРИЯ ВАЖНОСТИ КРИТЕРИЕВ, МЕТОД АНАЛИЗА ИЕРАРХИЙ
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