Власова Виктория Борисовна |
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) 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Власова Виктория Борисовна
3 апреля 1940, г. Одесса – 23 февраля 2018, г. Москва
С прискорбием сообщаем о смерти Виктории Борисовны Власовой (03.04.1940–23.02.2018), к.ф.н., старшего научного сотрудника сектора социальной философии Института философии РАН, прекрасного человека и замечательного ученого.
Виктория Борисовна окончила философский факультет МГУ им. Ломоносова в 1963 г., а в 1967 г. в Институте философии Академии наук СССР защитила кандидатскую диссертацию по философским наукам «Проблема истолкования в историческом исследовании». Сферой ее научных интересов была методология социального познания, философия истории и культуры, актуальные философские проблемы современного общества. Именно эти темы легли в основу ее монографии «Традиция в мире духовных ценностей» (М., 1983). В данной книге Виктория Борисовна предложила концептуальную разработку проблемы традиции как механизма наследования культуры, впервые в отечественной философской литературе представив традицию не как норму, а как способ воспроизведения нормы, включающий в себя не только стабилизирующую функцию, но и инновационную. В таком свете сутью традиционного механизма преемственности оказывалось перетолкование отобранных практик образцов деятельности предшествующих поколений, благодаря чему становилось возможным решение актуальных для современного общества проблем. Тему традиции виктория Борисовна развивала и статьях, таких как «Традиция как социально-философская категория» и «Традиция как форма преемственности культуры».
Виктория Борисовна написала большое количество принципиально важных для отечественной гуманитарной науки работ, опубликованных в ведущих периодических изданиях и коллективных монографиях. Среди них тексты, в которых была предложена оригинальная социально-философская интерпретация идей Карла Маркса, Макса Вебера, Юргена Хабермаса и других мыслителей. Кроме того, Виктория Борисовна вела консультационные курсы лекций по социальной философии для аспирантов ТРИНИТИ (г. Троицк) и для аспирантов Института философии РАН. Виктория Борисовна работала не только с молодыми учеными, но и со школьниками. Существенная часть ее профессиональной деятельности проходила в лицее в городе Троицк. Для этого учебного заведения Виктория Борисовна подготовила авторскую программу по преподаванию философии в средней школе (6–11 классы).
Виктория Борисовна была удивительным человеком – приветливым, открытым, жизнерадостным и отзывчивым, любила культуру во всех ее проявлениях, особенно поэзию и всегда была готова поддержать разговор не только на философские темы. Ее очень уважали и искренне любили. Ближайшие коллеги скорбят об утрате и приносят соболезнования семье и друзьям Виктории Борисовны.
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Образование: Философский факультет МГУ, 1963.
Ученые степени:
- Кандидат философских наук – 1967, Институт философии Академии наук СССР.
- Диссертация: Проблема истолкования в историческом исследовании.
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Сфера научных интересов
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Методология социального познания, философия истории и культуры.
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Профессиональная деятельность
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Старший научный сотрудник сектора социальной философии Института философии РАН, преподавательская деятельность (дополнительная работа).
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Лекционные курсы
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- авторская программа по преподаванию философии в средней школе (6-11 класс);
- консультационные курсы лекций по социальной философии для аспирантов ТРИНИТИ (г. Троицк) и для аспирантов Института философии РАН.
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Научное руководство
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Научное руководство аспирантами.
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Учебные и учебно-методические разработки
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Концепция гуманитарного образования в средней школе – для Лицея г. Троицка, 1992 г.
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Исследовательские проекты
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- «История методологии социального познания. Конец XIX – XX век». В рамках РГНФ, 1999- 2000 гг.
- «Постэволюционистские концепции общественного развития». В рамках РГНФ, 2004-2006гг.
- Власова В.Б. – руководитель проекта, получившего грант Президента Российской Федерации по поддержке творческих проектов общенационального значения в области культуры и искусства для руководителей проектов по результатам конкурса, проведенного в 2013 году. Грант выдан Власовой В.Б. на 2014–2015 гг. на осуществление историко-культурного мультимедийного проекта «Я счастлив был с вами, ущелия гор! (Лермонтов и Кавказские Минеральные Воды)» URL: http://mkrf.ru/m/481259/
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Публикации
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Монографии и главы книг:
- Традиция в мире духовных ценностей. М., 1983. Рук., депонирована в ИНИОН.
- Значение концепции К.Маркса и М.Вебера для понимания модернизации сегодня // Социально-философский анализ модернизации: теории, модели, опыт. С. 57-69. М.: ИФ РАН, 2013.
- Реальность и перспективы образования как проблема развития отечественной культуры // Меняющаяся социальность: контуры будущего / Отв. ред. В.Г. Федотова. М.: ИФ РАН, 2012.
- Философская методология и современные тенденция // Авторское право в деятельности электронных библиотек / под ред. А. М. Цапенко. М., 2012. С. 78–85.
- Новые идеи в социальной философии. М., 2006.
- Хорошее общество. Социальное конструирование приемлемого для жизни общества. М., 2003.
- Модернизация и глобализация: образы России в XXI веке. М., 2002.
- История методологии социального познания. Конец XIX – XX век. М., 2001. (Автор и отв. ред.).
- Социальные знания и социальные изменения. М., 2001.
- Историческая закономерность // Философская энциклопедия. М., 2000.
- Невостребованные возможности русского духа. М., 1995.
- Теория и жизненный мир человека. М., 1995.
- Исторический материализм как методология социального познания и преобразования общественной жизни. М., 1987.
- Марксистско-ленинская теория исторического процесса. Исторический процесс: целостность, единство и многообразие, формационные ступени. М., 1983.
- Марксистско-ленинская теория исторического процесса. Исторический процесс: действительность, материальная основа, первичное и вторичное. М., 1981. (В т.ч. на китайском, немецком и чешском языках).
- Ленин – политический мыслитель (в соавт. с Е.Г.Плимаком). М., 1981.
- Социальная природа познания. М., 1979.
- Ленинизм и диалектика общественного развития. М., 1970.
Автор и редактор в периодических сборниках работ научных сотрудников и аспирантов сектора методологии социального познания ИФ РАН (1973-1993).
Статьи:
- Соотношение эстетики и утилитаризма в промышленном образце (В соавт.) // Патенты и лицензии. Интеллектуальные права. 2017. №3. С. 17–28. IS
- Культурная политика как тренд современной политической культуры: методологический аспект // Философия и культура. – 2017. – № 11. – С. 69 - 84. URL: http://nbpublish.com/library_read_article.php?id=22728
- Модернизация социально-религиозной ориентации культуры в библейских текстах // Информационный гуманитарный портал «Знание. Понимание. Умение». 2016. № 3 (май — июнь). [Электронный ресурс] URL: http://zpu-journal.ru/e-zpu/2016/3/Vlasova_Modernization-Biblical-Texts/
- Социальная мифология и модернизация современной культуры // Философия и культура. 2015. №11. С. 1671–1681
- Инновации и их роль в процессе преемственности культуры на примере библиотек // Служебные результаты интеллектуальной деятельности в Российском и зарубежном праве / Отв. ред. Е.А. Данилина, А.М. Цапенко. М., 2015. С. 63–69.
- Старый Троицк в Новой Москве. Процесс «микроглобализации» // История в подробностях. 2015. № 6. С. 94–98 (в соавт. с Сидоровой Л.П.)
- Диалектика глобализации и модернизации в историческом контексте // Философские науки. 2014. № 11. С.44-57
- Мультикультурные основания российской ментальности в зеркале истории // Знание. Понимание. Умение. 2013. № 1. С. 93-97 (ВАК, ISSN 1998-9873).
- Русский путь от нравственности к праву (продолжение темы) // Философия и культура. 2013. № 3 (63). С. 289-302
- Три лика российской “женской” поэзии: Ахматова – Цветаева – Ахмадулина. Взгляд философа // Филология: научные исследования. 2013. № 3 (11). С. 230-241
- Русский путь от нравственности к праву // Философия и культура. 2012. №7. С. 6–16.
- Исторические особенности российского самосознания в эпоху кризиса // Философия и культура. 2010. №4.
- «Хорошее общество», модернизация и традиция // Философские науки. № 4. 2001.
- Дилемма коммунитаристской и либеральной парадигм в развитии отечественного и западного сознания//Философские науки. № 3. 2000.
- Исторический факт в потоке парадигмальных сдвигов // Философские науки. № 3-4. 1999.
- Юрген Хабермас, современность и дух времени // Философские науки. № 2-3. 1997.
Публикации в периодических научных изданиях («Вопросы философии», «Философские науки», Социологические исследования», «Советская этнография», «Педагогика» и др.) с 1964 г.
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Конференции
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- Революция как способ социокультурного творчества // Революция, эволюция и диалог культур. Доклады к 100-летию Русской революции на Всемирном дне философии в Институте философии РАН 14 и 16 ноября 2017 г. / Отв. ред. А.В. Черняев. - М.: Гнозис, 2018. - 624 с. С. 267-277.
- Время культуры или культура времени? (К анализу позиции Ю. Хабермаса в отношении модернизма и постмодернизма) // Человек и общество в контексте современности. Философские чтения памяти профессора П.К. Гречко: сборник материалов Всероссийской научной конференции с международным участием. Москва, 14 июня 2017 г.: в 2 т. / под ред. О. Ю. Бондарь, И. Н. Вольнова, М. Л. Ивлевой, Е.М. Курмелевой, А. М. Орехова, С. В. Рудановской, Ф. В. Тагирова, А. З. Черняка. Москва: РУДН, 2017. Т. 1. С. 51–61.
- Модернизация единобожия в глобализирующейся культуре Древнего Востока // «Модернизация и культура: модус сопряжения», материалы междунар. науч. конф. (2016; Дубна). Материалы междунар. науч. конф. «Модернизация и культура: модус сопряжения», 15 апр. 2016 г. / под общ. ред. д-ра филос. наук, проф. Н. Г. Багдасарьян, д-ра филос. наук, проф. В. Г. Федотовой. Дубна : Гос. ун-т «Дубна», 2016. С. 74–78. (ISBN 978-5-89847-498-0, тираж 70 экз.)
- Культура и политика в эпоху глобализации // Проблемы российского самосознания. Политика и культура. Материалы XIII Всероссийской научной конференции(Москва, 26 мая 2016 г. Ярославль 1–3 июня 2016 г.) Под общ. ред. д. иск. Т.С. Злотниковой, д.ф.н. С.А. Никольского. Ярославль, РИО ЯГПУ 2016. С. 142–150.
- Новое в правовой охране промышленных образцов: эстетика и утилитаризм // Интеллектуальная собственность: теория и практика: Сб. докл. научно-практ. конф. «Петербургские коллегиальные чтения – 2015» (Санкт-Петербург, 24–26 июня 2015 г.). СПб, 2015. С. 42–49 (в соавт. с Данилиной Е.А.). URL: http://www.spbkpp.ru/wp-content/uploads/2015/06/KCH-2015_Sbornik_dokladov.pdf (дата обращения: 11.01.2016)
- Особенности российской культурной практики. Выступление на Круглом столе “Такие разные России” журнала “Полис” и сектора социальной философии РАН // ПОЛИС, 2013, № 2. С. 93
- Идея патриотизма в контексте реализации современных глобализационных процессов. Доклад на X Международной конференции “Проблемы российского самосознания: патриотизм, гражданственность и отечественная культура”. К 200-летию со дня рождения Н.В.Станкевича. Москва, 3 октября, Белгород, 8-10 октября 2013 года.
- Власова В.Б., Данилина Е.А. Дилемма коммунитарной и материальной парадигмы в развитии патентного права. Сборник докладов Международной научно-практической конференции “Интеллектуальная собственность: теория и практика”. Петербургские коллегиальные чтения 2013. Санкт-Петербург. 26-28 июня 2013 г. СПб, 2013. С. 5-9
- Проблема культуры в системе образования. Теоретические и практические решения. Выступление на симпозиуме “Высшее образование и развитие человека” на X Международной конференции “Высшее образование для XXI века”. Москва, 14-16 ноября 2013 г.
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Основные научные результаты
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Концептуальная разработка проблемы традиции как механизма наследования и культуры. Впервые в отечественной и зарубежной литературе попытка представить традицию не как норму, а как способ воспроизведения нормы, включающий в себя не только стабилизирующую, но и новационную функцию. В этом случае сутью традиционного механизма преемственности выступает перетолкование отобранных в ходе практики предшествующих поколений образцов деятельности с целью решения новых современных задач. Впервые исследованы исторические закономерности развития механизма традиционной преемственности в процессе культуротворчества. Особое место в проделанной творческой работе занимает рассмотрение методологических проблем исторической науки – теория факта, особенности истолкования как процедуры научно-исторического исследования и др. В последние годы большое внимание уделяется изучению проблем глобализации и модернизации как взаимосвязанных процессов становления и развития современной культуры, особенно в аспекте взаимодействия этих процессов с традиционной ориентацией общественного субъекта. Серьезный философский подход представлен в трактовке процесса глобализации не только в рамках чисто экономического понимания, но, главным образом, с точки зрения объединения существующих исторических культур не в плане их унификации, а в пределах взаимодействия их новаций, своеобразия этнических идентичностей в целях обогащения всемирного процесса культуротворчества.
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Награды
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Диплом Российской Академии наук по поводу 275-летия РАН; третье место на конкурсе Института философии РАН на лучшую книгу года за авторское участие в коллективном труде «Хорошее общество. Социальное конструирование приемлемого для жизни общества» (2004); Диплом за участие в подготовке и проведении VII Международного конгресса по логике, методологии и философии науки (1987 г.).
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