Рыночный риск
Определение и общие характеристики
Риск потерь (снижения стоимости позиций) в результате изменения рыночной стоимости финансовых инструментов.
В современном банковском риск-менеджменте, как правило, включается в значимые риски.
![](data:image/png;base64,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)
Связи с другими видами рисков
В зависимости от структуры позиций (операций) может включать:
Иногда (в зависимости от методологических подходов) в составе рыночного риска могут также выделяться:
Метрики
В современном риск-менеджменте лучшей практикой считаются оценки рыночного риска на основе метода VaR – Value at Risk – оценивающего максимальные потери при установленном доверительном уровне. Метод VaR оценивает краткосрочные потери, что соответствует характеру рыночного риска, связанного с высокой волатильностью и возвратными колебаниями.
Также в целях оценки регуляторной достаточности капитала (нормативы Н1) величина необходимого для покрытия рисков капитала определяется взвешиванием позиций на установленные коэффициенты.
Инструменты управления
Основной инструмент управления рыночными рисками – лимиты. Общие, основанные на распределении капитала лимиты на риск распределяются в лимиты на портфели и позиции, которые дополняются специфическими для рыночных рисков лимитами – лимитами полномочий, стоп-лосс и тейк-профит, позиционными лимитами, структурными ориентирами и т.п.
Официальные документы
Аналитические материалы РискИнфо