Simplified variant of AHP in fuzzy cases
Loading...
Date
Journal Title
Journal ISSN
Volume Title
Publisher
Abstract
Данная работа посвящена распространению упрощенного варианта метода анализа иерархий (МАИ) на случай нечетких исходных данных. Показывается, как на основе n-1 экспертной оценки можно построить нечеткий вектор приоритетов и провести его дефаззификацию. В работе проводится сравнение предложенного метода с близкими к нему подходами и показывается его практическая применимость. Для изучения предлагаемого подхода, выполнена его реализация на языке программирования C# и осуществлено тестирование на задаче поиска распределения инвестиций в развитие водных бассейнов Китая. Работа содержит введение, обзор литературы, пять глав, заключение, список литературы из 15 наименований и код программы.
This research is devoted to the dissemination of a simplified version of the analytic hierarchy process (AHP) for the case of fuzzy input data. We showed the possibility to build a fuzzy vector of priorities based on n-1 fuzzy judgment scores and make it defuzzification. Also proposed method is compared with same aprroaches and showed it's practical applicability. To study the proposed approach, it's implemented in the C# language and performed testing for the problem of finding the distribution of investments in the development of China's water basins. The paper contains an introduction, a literature review, five chapters, conclusion, bibliography of 15 titles and program code.
This research is devoted to the dissemination of a simplified version of the analytic hierarchy process (AHP) for the case of fuzzy input data. We showed the possibility to build a fuzzy vector of priorities based on n-1 fuzzy judgment scores and make it defuzzification. Also proposed method is compared with same aprroaches and showed it's practical applicability. To study the proposed approach, it's implemented in the C# language and performed testing for the problem of finding the distribution of investments in the development of China's water basins. The paper contains an introduction, a literature review, five chapters, conclusion, bibliography of 15 titles and program code.