Content-Type: multipart/related; start=; boundary=----------KZOFz3RluQ0wDljDVz66ya Content-Location: http://www.nsu.ru/mmf/tvims/chernova/ Subject: =?utf-8?Q?N.Chernova?= MIME-Version: 1.0 ------------KZOFz3RluQ0wDljDVz66ya Content-Disposition: inline; filename=default.htm Content-Type: text/html; name=default.htm Content-Id: Content-Location: http://www.nsu.ru/mmf/tvims/chernova/ Content-Transfer-Encoding: 8bit N.Chernova
Chernova Natalia Isaakovna
cher@nsu.ru

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Фракталы, и очень симпатичные

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With my son Kostya
 Chair of Probability
Форум по ТВиМС

Программы
 ЭФ: теория вероятностей
 ЭФ: математическая статистика
Лекции
ЭФ: по математической статистике
ЭФ: по теории вероятностей
СибГУТИ: по теории вероятностей, pdf 1.1 Mb
СибГУТИ: по математической статистике, pdf 0.8 Mb
Расчетные задания
Контрольные работы,
просто всякие всячины
Дети шутят

CV Что я делаю в НГУ Где меня найти Интересы Список публикаций

Curriculum vitae

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Что я делаю в НГУ

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Интересы

Эргодичность систем обслуживания со сложной структурой: систем поллинга, неполнодоступных систем с несколькими приборами и вызовами разных типов и т.д. Свойства монотонности и теоремы сравнения для систем обслуживания.

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Список публикаций

Программа для просмотра/печати PostScript-файлов Aladdin Ghostscript
Зеркало на ftp на ВЦ: нужны
Ghostscript 6.5 executables, гляделка GsView, ver 3.6.

  1. С. Г. Фосс, Н. И. Чернова. Об эргодичности многоканальных неполнодоступных систем обслуживания // Математические методы исследования сетей связи и сетей ЭВМ. Тезисы докладов / VI Белорусская зимняя школа-семинар по теории массового обслуживания: Витебск, январь-февраль 1990.- С. 147 - 148.

  2. С. Г. Фосс, Н. И. Чернова. Об эргодичности многоканальных неполнодоступных систем связи // Проблемы передачи информации.- 1991.- Т. 27.- Вып. 2.- С. 9 - 14.

  3. Н. И. Чернова. Условия эргодичности для одного класса систем обслуживания // Математический анализ и дифференциальные уравнения: Межвуз.сб.науч.тр.; Новосибирский ун-т. Новосибирск, 1991.- С. 94 - 98.

  4. С. Г. Фосс, Н. И. Чернова. Эргодические свойства систем поллинга.- Новосибирск, 1995.- 47 с.- (Препринт / Ин-т математики СО РАН; No. 6).
    PDF-файл (на русском языке).

  5. Н. И. Чернова. Эргодические свойства систем поллинга // Предельные теоремы и смежные вопросы. Тезисы докладов международного семинара.- Омск: Омский ун-т.- 1995.- С. 57 - 58.

  6. С. Г. Фосс, Н. И. Чернова. О системах поллинга с бесконечным числом станций // Сибирск. матем. журнал. - 1996.- Т. 37.- No 4.- C. 940 - 956.
    PostScript-файл (на русском языке), PostScript-file (in English)

  7. Н. И. Чернова. Эргодические теоремы для сложных стохастических моделей обслуживания: Дис... канд. физ.-мат. наук: 01.01.05. Ин-т математики СО РАН. Новосибирск, 1996.- 105 с.

  8. Н. И. Чернова. Эргодические теоремы для сложных стохастических моделей обслуживания: Автореф. дис... канд. физ.-мат. наук: 01.01.05. Ин-т математики СО РАН. Новосибирск, 1996.- 17 с.
    PostScript-файл (на русском языке)

  9. S. Foss, N. Chernova, A.Kovalevskii. "Stability of Polling Systems with State-Independent Routing". In: Proceedings of 34th Allerton Conference, Monticello, Illinois. 1996, 220–227.
    PostScript-file,   PDF-file

  10. С. Г. Фосс, Н. И. Чернова. Теоремы сравнения и эргодические свойства систем поллинга // Проблемы передачи информации.-1996.- Т. 32 - Вып. 4 - С. 46 – 71.
    PostScript-файл (на русском языке), PDF-файл (in English)

  11. S. Foss, N. Chernova. On Stability of a Partially Accessible Multi-Station Queue with State-Dependent Routing // QUESTA, V.29 (1998), No. 1, pp. 55 – 73.
    PostScript-file (in English)

  12. S. G. Foss, N. I. Chernova. On optimality of the FCFS discipline in multi-server queueing systems and networks (Об оптимальности дисциплины FCFS в многоканальных системах и сетях обслуживания) // Siberian Math. J., V.42 (2001), No.2, pp. 372 – 385.
    PDF-файл (in English)

  13. Д.А.Коршунов, Н.И.Чернова. Сборник задач и упражнений по математической статистике. Учебное пособие. - Новосибирск: Изд-во Института математики, 2001. - 120 с., 2-е изд., испр. - Новосибирск: Изд-во Института математики, 2004. - 128 с.
    PDF - файл (in Russian)

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