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РГПУ им. А.И. Герцена → Общий → Структура → Факультеты → Экономики → Кафедры института → Кафедра отраслевой экономики и финансов → Преподаватели кафедры → Валентина Петровна Кузнецова
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Валентина Петровна Кузнецова
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)
Ученая степень: доктор экономических наук
Ученое звание: доцент
Должность: доцент кафедры отраслевой экономики и финансов РГПУ им. А.И. Герцена
Контакты: наб. р. Мойки, д. 48, корп. 6, ауд. 4; vpr1000@yandex.ru
Образование:
- Ростовский государственный университет (экономический факультет), аспирантура, докторантура
- Круг профессиональных интересов: управление сельскими территориями, финансы
- Научные публикации: автор более 150 работ.
Основные научные и методические работы:
- Проблемное поле территориального маркетинга в парадигме управления социально-экономическим развитием территории// Известия Санкт-Петербургского университета экономики и финансов. 2011. № 1.
- Инструментарий тактических маркетинговых решений в условиях межрегиональной конкуренции // Экономика и управление. 2011. № 3.
- Зарубежная практики территориального маркетинга// Экономика и управление. 2011. № 2.
- Концепция маркетинга сельских территорий: принципы, инструментарный аппарат. – СПб.: Научно-технические ведомости СПбГПУ, 2010.
- Инструменты стратегического маркетинга: разработка долгосрочных сценариев развития сельских территорий // TERRA ECONOMICUS. 2010. Т.8. № 4. Ч.2
- Маркетинговый алгоритм включения сельской территории в национальные и региональные инициативы и проекты./ Экономика и управление. Коллективная монография. – Пенза: МНИЦ, 2010.
- Маркетинговый потенциал сельской территории//Известия Кабардино-Балкарского научного центра РАН. 2010. №5 (37).
- Маркетинговые технологии включения сельской территории в региональные и национальные социально-экономические инициативы // Экономические науки. 2010. № 5.
- К вопросу о сущности продукта сельской территории в стратегическом маркетинговом управлении. // Ученые записки Алтайского филиала Сибирской академии государственной службы. Вып. 7. – Барнаул, 2010.
- Организационные аспекты маркетинга сельских территорий. // Ученые записки Алтайского филиала Сибирской академии государственной службы. Вып.7. – Барнаул, 2010.
- Менеджериальные аспекты маркетингового управления сельской территорией. // Экономические и социальные исследования: Альманах научных трудов. Вып. 3 (35). – Ростов н/Д: Издательство ЮФУ, 2010.
- Концепция интегрированного маркетинга сельской территории // Journal of Economic Regulation (Вопросы регулирования экономики). Т.1. № 2. – Ростов н/Д, 2010.
- Организационное обеспечение маркетингового управления сельской территорией // Образование и наука в третьем тысячелетии: Сборник научных трудов /Под ред. В.И. Степанова. Вып. 6. – Барнаул: Изд-во АГУ, 2010.
- Моделирование управляющей подсистемы маркетинга сельских территорий // Развитие современного инновационного общества. Экономические, социальные, философские, правовые тенденции. Международная (заочная) научно-практическая конференция, – Саратов, 2010. Ч. 2.
- Исследование потребительского поведения в маркетинге сельских территорий // Стратегия антикризисного управления экономическим развитием Российской Федерации. II Международная научно-практическая конференция. – Пенза: МНИЦ, 2010.
- Макро- и микросегментация в маркетинге сельских территорий // Современные тенденции в экономике и управлении: новый взгляд: сборник материалов IV Международной научно-практической конференции. /Под общ. ред. С.С. Чернова. – Новосибирск: Издательство НГТУ, 2010.
- Субъектно-объектная определенность маркетинга сельских территорий // Развитие современного инновационного общества: Экономические, социальные, философские, правовые тенденции. Международная (заочная) научно-практическая конференция. – Саратов, 2010.
- Продукт сельской территории в стратегическом маркетинговом управлении и его сущность // Образование и наука в третьем тысячелетии: Сборник научных трудов. /Под ред. В.И. Степанова. Вып. 6. – Барнаул: Изд-во АГУ, 2010.
- Маркетинговые функции сельского социума в возрождении села // Стратегия антикризисного управления экономическим развитием Российской Федерации. II Международная научно-практическая конференция. – Пенза: МНИЦ, 2010.
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- Маркетинговое управление сельской экономикой: территория, социум, предпринимательство. – СПб.: ТЕССА, 2008.
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- Финансы и кредит. Учебно-методический комплекс – СПб: Изд-во РГПУ им. А.И.Герцена, 2007.
Учебные курсы:
- Финансы и кредит
- Финансы, кредит и денежное обращение
- Государственные и муниципальные финансы
- Финансы образовательных учреждений
- Бюджетная система и бюджетная политика
Участие в программах и проектах:
- Фонд Маккартуров, Российский научный фонд, внутренние гранты РПГУ им. А.И. Герцена
Организационная работа: - Заместитель. декана по заочному обучению
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Последнее изменение: 3 октября 2014 г. в 15:40:51 Автор: Соловейкина Мария Павловна
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