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)
Инвестиционный менеджмент включает в себя четыре стадии:
- исследование, планирование и разработка проекта;
- реализация проекта;
- текущий контроль и регулирование в ходе реализации проекта;
- оценка и анализ достигнутых результатов.
Принципы инвестиционного менеджмента:
• Интегрированность с общей системой управления предприятием;
• Комплексный характер формирования управленческих решений;
• Высокий динамизм управления;
• Вариативность подходов к разработке отдельных управленческих решений;
• Ориентированность на стратегические цели развития предприятия.
Функции инвестиционного менеджмента:
1. Планирующая – стадия процесса управления, на которой осуществляется разработка инвестиционной стратегии и инвестиционной политики. Инвестиционная стратегия непосредственно связана с общей политикой производственно-хозяйственной деятельности хозяйствующего субъекта и направлена на обеспечение его устойчивости и надежности в текущем периоде и в перспективе;
3. Организационная – для осуществления разработанных инвестиционной стратегии и политики требуется определение потребности в финансовых средствах. Необходим поиск стратегических инвесторов, наиболее выгодных инвестиционных проектов и портфелей, алгоритма организации управления инвестиционным процессом в целом;
4. Координирующая – для получения эффективного результата от инвестиционной деятельности необходимо на каждом этапе инвестиционного процесса осуществлять мониторинг и координацию всех действий и мероприятий, направленных на достижение предусмотренных инвестиционной политикой целей и задач, корректировку принятых решений в связи с изменением конъюнктуры на инвестиционном рынке. |