В дополнение к университетским структурам, ведущим научноисследовательскую и образовательную деятельность, карусель ноу-хау (см. рис. 2.1) включает в себя научно-исследовательские подразделения компаний, независимые (часто узкоспециализированные) научно-исследовательские институты, инфраструктуру для техностартеров, инвесторов и фирм профессиональных услуг (например, ведения бухгалтерского учета, юридической поддержки, управленческого и маркетингового консультирования, а также защиты интеллектуальной собственности). Чем больше элементов насчитывает такая карусель ноу-хау, чем более тесное сотрудничество возникает между ними, тем более устойчивым становится такой хаб в целом. Основу концепции карусели ноу-хау образует понимание того, что научные исследования мирового уровня возможны лишь при сильном взаимодействии между существующими и недавно созданными компаниями, а также с другими типами научно-исследовательских организаций: получить Нобелевскую премию сегодня невозможно без подобной кооперации. Конкурентное преимущество университета будет зависеть от того, насколько он сможет позиционировать себя как ядро хаба ноу-хау, как открытую сеть взаимодействия с другими исследователями, компаниями, государственными и негосударственными организациями. Подобная концепция резко контрастирует с «закрытыми обществами», которыми были средневековые и гумбольдтские университеты. Лёвенский католический университет позиционировал себя как место, «где необходимо быть» для развития передовых информационных
Автор: | Йохан Г. Виссема |
Издательство: | Олимп-Бизнес |
Серия: | |
Жанр произведения: | Управление, подбор персонала |
Год издания: | 2009 |
isbn: | 978-5-9693-0299-0, 978-5-9693-0370-6 |
![](/nwim_read193884.jpg)
в хаб, объединяющий различные организации, участвующие в создании и коммерциализации ноу-хау. Назовем это явление «каруселью ноу-хау» или «хабом ноу-хау», который можно определить как «группу организаций внутри или вне университета и предпочтительно размещающихся на его территории, которые сотрудничают с университетом, его профессорами и исследовательскими группами, а также между собой». Такой центр может получить международное признание как флагман в создании знаний в конкретных научных областях; это центр, который не могут игнорировать ни один исследователь и ни одна компания, действующие в конкретной области знаний; это центр, в высшей мере привлекательный для студентов и профессоров. Другими словами, это место, где происходит все главное в данной области знаний, где вы должны быть, если хотите оставаться на передовом рубеже ее развития, будь вы компанией, техностартером, исследователем или студентом. Ролевыми моделями здесь в случае США являются Стэнфордский университет с его Кремниевой долиной, Массачусетский технологический институт[96], а также Кембриджский университет (с его дочерней компанией Cambridge Enterprise), Лёвенский католический университет (с его предпринимательской дочерней компанией Leuven R&D и ИТ-парком IMEC), Национальный университет Сингапура (с его дочерней компанией NUS Enterprise) и Вагенингенский университет в Нидерландах с его известной «продовольственной долиной» и многие другие университеты.
![](data:image/jpeg;base64,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)
96
Г. Ицковиц из Городского университета Нью-Йорка считает случай с Массачусетским технологическим институтом иллюстрацией того, что он называет «предпринимательским университетом». Он разработал согласованную структуру и три стадии развития такого типа университета. Его мысли весьма созвучны выраженным в этой книге, хотя концепция университетов третьего поколения идет дальше концепции предпринимательского университета, которую мы, в свою очередь, считаем переходной стадией между университетами второго и третьего поколений. См.: