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Дополнительный список литературы

 

1. Адамович П. Н., Борисов А. Н., Голендер В. Е. Адаптивный алгоритм распознавания размытых образов. - Кибернетика и диагностика. - Рига: РПИ, 1970, вып. 4, с. 149-156.

2. Айзерман М. А. Нечеткие множества, нечеткие доказательства и некоторые нерешенные задачи теории автоматического регулирования. - Автоматика и телемеханика, 1976, № 7, с. 171-177.

3. Алексеев А. В. Проблема построения нечетких ситуационных моделей управления. В кн.: Методы и системы принятия решений - Рига: РПИ, 1979, с. 12-19.

4. Алексеев А. В. Интерпретация и определение функций принадлежности нечетких множеств. - Там же, с. 42-50.

5. Алексеев А. В. Лингвистические модели принятия решений в нечетких ситуационных системах управления. - В кн.: Методы принятия решений в условиях неопределенности. - Рига: РПИ, 1980, с. 19-25.

6. Алексеев А. В., Борисов А. Н. Модели нечетких статистических и динамических отношений в ситуационных моделях управления организационными системами. - Управление сложными системами. - Рига: РПИ, 1978, вып. 5, с. 81-88.

7. Батыршин И. З. О мерах энтропии размытых множеств. - Исследование операций и аналитическое проектирование в технике /КАИ - Казань, 1978, вып. 1, с. 40-45.

8. Батыршин И. З. О транзитивности размытых упорядочений.- Исследование операций и аналитическое проектирование в технике. - Казань: КАИ, 1979, вып. 2, с. 67-73.

9. Борисов А. Н. Некоторые обучающиеся алгоритмы диагностики систем с размытыми классами состояний. - Техническая кибернетика. - Рига, 1970.

10. БорисовА. Н., Алексеев А. В. Нечеткие алгоритмы в ситуационных моделях управления организационными системами. - В кн.: Методика построения систем ситуационного управления /Науч. совет АН СССР по комплексной проблеме «Кибернетика». - М., 1978, с. 3-10.

11. Борисов А. Н., Аппен Е. П. Оценка возможных характеристик при анализе альтернатив. - В кн.: Методы принятия решений в условиях неопределенности. - Рига: РПИ, 1980, с. 94-100.

12. Борисов А. Н., Голендер В. Е. Оптимальное разделение размытых образов. - Методы и средства технической кибернетики. - Рига: РПИ, 1969, вып. 5, с. 32-38.

13. Борисов А. Н., Корнеева Г. В. Лингвистический подход к построению моделей принятия решений в условиях неопределенности. - В кн.: Методы принятия решений в условиях неопределенности. - Рига: РПИ, 1980, с. 4-12.

14. Борисов А. Н., Крумберг О. А. Анализ решений при выборе технологических объектов. - Там же, с. 127-134.

15. Борисов А. Н., Осис Я. Я. Поиск наибольшей разделимости размытых образов. - Кибернетика и диагностика. - Рига: РПИ, 1969, вып. 3, с. 79-88.

16. Борисов А. Н., Попов В. А. Один класс задач векторной оптимизации при лингвистическом задании критериев. - В кн.: Методы и модели управления и контроля /РПИ. - Рига, 1979, с. 56-61.

17. Борисов А. Н., Попов В. А. Восстановление функций полезности и лингвистическая оценка предпочтений.- В кн.: Методы принятия решений в условиях неопределенности. - Рига: РПИ, 1980, с. 33-37.

18. Борисов А. Н., Эрнштейн Р. Х. Сопоставление некоторых четких и размытых алгоритмов распознавания. - В кн.: Методы и средства технической кибернетики. - Рига: РПИ, 1970. с. 35-40.

19. Вачнадзе Р. Г., Метревели Д. Г. Применение концепции нечетких решений в многокритериальных задачах с конусным упорядочением. - В кн.: Методы принятия решений в условиях неопределенности. - Рига: РПИ, 1980.

20. Вачнадзе Р. Г., Метревели Д. Г. Парето-оптимальные решения с нечеткими целями и ограничениями. - Сообщения АН ГССР, 1979, т. 93, № 3.

21. Грундспенькис Я. А. Применение лингвистических переменных при построении топологической модели сложной системы. - Проблемы бионики. - Харьков: Высшая школа, 1979, вып. 22, с. 99-106.

22. Гусев Л. А., Смирнова И. М. Развитие теории размытых множеств. - Измерения, контроль, автоматизация, 1978, № 3, с. 39-47.

23. Дубов Я. А. К теории неопределенности. - Отбор и передача информации, 1976, вып. 48, с. 3-8.

24. Ежкова И. В., Поспелов Д. А. Принятие решений при нечетких основаниях. I. Универсальная школа. II. Схема вывода. - Изв. АН СССР. Техн. кибернетика, 1977, № 6, с. 3-11, 1978, № 2, с. 5-11.

25. Жуковин В. Е., Бурштейн Ф. В., Корелов Э. С. Принятие решений по многим критериям эффективности и нечеткие множества. - Труды института кибернетики АН ГССР, 1977, т. 1, с. 317-325.

26. Жуковин В. Е., Оганесян Н. А., Бурштейн Ф. В. и др. Об одном подходе к задачам принятия решений с позиций теории нечетких множеств. - В кн.: Методы принятия решений в условиях неопределенности /РПИ - Рига, 1980.

27. Каипов В. X., Селюгин А. А. Об алгоритме классификации расплывчатых ситуаций. - Там же, с. 38-42.

28. Капустин В. Ф. О нечетких постановках некоторых экспериментальных задач. - Применение математических методов в экономике, 1974, № 12.

29. Козин А. Н. Некоторые вопросы алгоритмизации процесса принятия решений в АСУП. - В кн.: Исследование операций и аналитическое проектирование в технике. - Казань: КАИ, 1978, вып. I, с. 45-50.

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32. Крумберг О. А. Теория психологической возможности для моделирования выбора в условиях неопределенности. - В кн.: Методы принятия решений в условиях неопределенности/РПИ - Рига, 1980, с. 50-54.

33. Кузьмин В. Б. Построение групповых решений в пространствах нечетких отношений. - М.: ВНИИСИ, 1980. - 63 с.

34. Кузьмин В. Б., Овчинников С. В. Построение групповых решений в пространстве нечетких бинарных отношений. - Вопросы кибернетики. Экспертные оценки/Науч. совет АН СССР по комплексной проблеме «Кибернетика», - М., 1979, с. 91-109.

35. Кузьмин В. Б., Овчинников С. В. Построение групповых экспертных решений в пространствах нечетких отношений частичного порядка. - В кн.: Труды ВНИИСИ, 1979, вып. 4, с. 28-37.

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47. Orlovsky S. A. Decision-making with a fuzzy preference relation. - Fuzzy Sets and Systems, 1978, v. 1, p. 155-167.

48. Орловский С. А. Проблемы принятия решений при нечеткой исходной информации. - М.: Наука, 1980.

49. Орловский С. А. Добавление к кн. Л. Заде. Понятие лингвистической переменной и его применение к принятию приближенных решений. - М.: Мир, 1976, с. 150-161.

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1-С Cullmann G. - Cours de Calcul Informationnel. - Ed. Albin-Michel.

1-D De Palma R. - Cours de Calcul Automatique. - Ed. Albin-Michel.

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1-F Faure R. & Heurgon E. - Structures ordonnees et Algebres de Boole.- Ed. Gathier-Villars.

2-F Faure R., Kaufmann A. & Denis - Papin M. - Cours de Calcul Booleien Opplique. - Ed. Albin-Michel.

1-G Gross M. & Lentin A. - Notions sur les Grammairs formelles. - Ed. Gauthier-Villars.

1-H Harary F., Norman R. Z. & Carturight D. - Structural Models - An Introduction to the Theory of Directed Graph. - Ed. Wiley.

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2-К Кофман А. - Методы и модели исследования операций. - М.: Мир, 1966.

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8-K Kaufmann A. - Cours Moderne de Calcul des Probabilites. - Ed. Albin-Michel.

9-K Kaufmann A., Groushko D. & Cruon R. - Modeles Mathematiques pour l'Etude de la Fiabilite des Systemes. - Ed. Masson.

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