Но даже этой информации хватит, чтобы значительно улучшить ваши результаты. Такая система риск-менеджмента сохранит криптовалютный кошелёк 70% вашего депозита, позволит продолжить совершенствоваться в трейдинге, убережет вашу психику от чрезмерной нагрузки и переживаний. Принципы риск-менеджмента должны быть простыми и однозначными, чтобы в стрессовой ситуации трейдеру было легче принять правильное решение, и не нужно было долго думать, как поступить. Тема риск-менеджмента незаслуженно находится в тени обсуждений торговых систем и интересует начинающих трейдеров “постольку поскольку”, ведь главное для них — точка входа в рынок. Выбирая просадку на одну сделку, трейдеру нужно учитывать ограничения позиции по лотам.
Пример 2. Последствия игнорирования правил риск-менеджмента
Книга доступна бесплатно, риск менеджмент в трейдинге ее можно скачать в формате PDF-файла. Конечно, эти ценные бумаги тоже не застрахованы от фатальных и вероятность этих изменений слишком мала, чтобы приписывать к ним высокую степень риска. По каждой угрозе эксперты определяют соотношение между потенциальной выгодой и негативными последствиями.
Что представляет собой риск-менеджмент в биржевой торговле
На схеме SDG Trade отображены 9 уровней квалификации трейдера от начального (1) до профи (6-9) и правила, которым необходимо следовать, исходя из вашей квалификации. Не обязательно рассчитывать количество лотов и потенциальный убыток вручную. Бот покажет, на сколько лотов нужно войти, чтобы не превысить лимиты по просадке. Нужно считать не только количество сделок в плюс и в минус, но и суммы, использованные в трейдах, включая комиссионные. ■ Отрегулировать стоп-лосс точки в зависимости от волатильности рынка; если цена акции не движет точки стоп-лосс могут быть ужесточены.
Какие риски сопутствуют трейдингу на бирже?
Но фиксированном – потеряв немного, вы спасли большее. Вы наплюете на ММ, забудете о рисках, вы, вне себя от сильной эмоции, страдая от потерь, будете ставить все, чтобы отыграться. Риск менеджмент – это управленческие решения, призванные снизить вероятность возникновения неблагоприятного результата и минимизирующие возможные потери. Важно не терять больше, чем вы себе установили на день\неделю\месяц.
Риск-менеджмент на фондовом рынке Текст научной статьи по специальности «Экономика и бизнес»
Результатом такого расчета является ожидаемая доходность для активного трейдера, который затем сможет его относительно других возможностей, чтобы определить, какими акциями торговать. Вероятность прибыли или вычислена с использованием исторических максимумов и минимумов от уровней поддержки или сопротивлени трейдеров, на основе их профессионального мнения или интуиции. Менеджмент рисков помогает обеспечить необходимый баланс между получением прибыли и сокращением убытков. Управление угрозами – это своего рода навык, который позволяет не отказываться от возможностей и в то же время свести к минимуму негативные последствия. Члены этого общества – профессиональные эксперты в области страхования имущества и несчастных случаев, перестрахования, финансов, управления корпоративными рисками.
Хеджирование — это стратегия, которая позволяет компенсировать возможные убытки по одной позиции за счет открытия противоположной позиции. Например, если вы ожидаете, что цена валютной пары EUR/USD может упасть, вы можете открыть короткую позицию по этой паре, чтобы компенсировать возможные убытки по длинной позиции. Хеджирование помогает снизить общий риск портфеля и защитить капитал от неблагоприятных рыночных движений. Однако важно помнить, что хеджирование не гарантирует полное устранение риска и требует тщательного планирования и анализа. Волатильность — это мера изменчивости цены валютной пары.
Ибо несоблюдение этих правил убивает не только ваш депозит, но и вашу веру в себя. На сайте SDG Trade и связанных сайтах компании SDG Consulting предоставляются исключительно обучающие и консалтинговые услуги. Компания не предоставляет услуги открытия счетов, торговли на финансовых рынках и прочих лицензионных услуг. Прохождение обучения не гарантирует получение прибыли на финансовых рынках. Надеемся, что эти правила, которые используют профессиональные трейдеры, вы начнете применять уже завтра и они помогут вам поскорее достичь профессионального результата. Конечно, это информация обобщенная, и для того, чтобы выйти на стабильный источник дохода с трейдинга, важны тысячи нюансов, которые может подсказать только практикующий успешный трейдер.
![риск менеджмент в 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)
Если допустимый дневной убыток – $50, денег хватит на десять убыточных дней. Просадка $15 – тридцать три дня, $5 – сто дней.Просадка – это обязательный стоп-сигнал. Как только трейдер потерял деньги и уперся в лимит, он должен прекратить торговлю на сегодня – закрыть терминал и заняться другими делами.
В свою очередь, риск-менеджмент в большей мере служит критерием успешной торговли в целом, так как способствует грамотному подходу к открытию и удерживанию сделок в рыночных условиях. Чаще всего именно оптимизация сделки, основанная на предельно допустимом уровне риска для трейдера, считается основным показателем успеха торговли. Манименеджмент представляет собой процесс управления капиталом, который включает в себя самостоятельные стратегии, такие как, к примеру, система Мартингейла.
При этом возможны корректировки и изменения риск-менеджмента. С опытом получится выстроить более совершенную систему риск-менеджмента. Нельзя менять установленные правила на ходу, во время торговой сессии. Выбрав параметры риска в первый раз, заранее установите дату, когда можно будет пересмотреть риск-менеджмент. Расширять дневную просадку можно только в том случае, если статистика показывает, что навыки качественно выросли.
- Управление автомобилем, выполнение должностных обязанностей или альпинизм – в каждом из этих занятий мы просчитываем риски.
- Понимание и практика риск-, мани- и тайм-менеджмента помогут вам не только минимизировать убытки, но и максимизировать прибыль, что сделает вас более успешным и уверенным трейдером.
- Иначе говоря, стратегия риск-менеджмента позволяет установить допустимые размеры прибыли и убытков, по этой причине она очень важна, в особенности, для профессиональных участников рынка.
- Ибо несоблюдение этих правил убивает не только ваш депозит, но и вашу веру в себя.
- Функция риск-менеджмента – защитить трейдера от тильта.
Один из главных способов использования риск-менеджмента в трейдинге — это установка стоп-лосса. Стоп-лосс — это механизм, который автоматически закрывает сделку, когда цена достигает установленного уровня убытка. Трейдер может установить стоп-лосс на уровне, который соответствует его риску, и, таким образом, ограничить возможные убытки. Часто новички отказываются от соблюдения риск менеджмента и даже выставления Stop Loss в пользу стратегий с высокой степенью рисков, на которых профессионалам удавалась сорвать большой куш. И все же следует помнить, что даже для профессионалов использование таких стратегий сопряжено с очень высоким риском, на который идут лишь единицы. Чаще всего начинающие трейдеры, не понимая важность риск-менеджмента, увеличивают риски и сливают депозит.
■ Отрегулировать скользящие средние, чтобы они соответствовали диапазонам целевой цены; напр цели должны использовать более крупные скользящие средние, чтобы уменьшить число генерируемых сигналов. Если цена движется вверх и останавливается на одном и том же уровне несколько раз, разворачиваясь в называется сопротивлением (рис.3.). Данный показатель прост для расчета и понимания и в тоже время является многосторонним. Таким образом, е положительного ROI, или если существуют другие инвестиционные возможности с более высоким ROI, т осуществлять нецелесообразно. Внедряются конкретные решения, планируются и проводятся мероприятия, с помощью которых можно увеличить потенциальную выгоду и минимизировать возможные потери от угроз.
Никогда не используйте весь свой капитал в одной сделке. Оставьте себе достаточный запас, чтобы иметь возможность участвовать в следующих сделках и восстановить убытки. Одного мани-менеджмента здесь недостаточно, эмоции в нас слишком сильны. Поэтому на помощь придет психологический риск-менеджмент. Столько трейдеров и инвесторов пользуются нашей платформой.
Еще один способ использования риск-менеджмента — это определение размера позиции. Например, если трейдер определил свой максимальный риск в 1% от капитала, то он должен выбрать размер позиции, который позволит ему рисковать не более 1% своего капитала. Однако, следует помнить, что установка стоп-лосса не гарантирует защиту от всех рисков. Например, в периоды волатильности на рынке цена может прыгать через уровень стоп-лосса, что может привести к большим убыткам. В этом случае, трейдер должен следить за рынком и готовиться к таким ситуациям.
Этот подход отличается тем, что у трейдера нет лимита просадки на сделку в начале дня. Возникает опасность, что дневная просадка будет допущена уже в первом входе. Тем не менее, такой способ расчета может использоваться в ситуации, когда трейдер не определился с количеством сделок на сессию.
![риск менеджмент в трейдинге](image/jpeg;base64,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)
Риск менеджмент в такой ситуации должен сказать «стоп». Чтобы более эффективно ограничивать себя от неблагоприятных сценариев, желательно настроить контроль основных параметров риск менеджмента на программной основе, без участия человека. Сколько средств нужно потерять трейдеру для понимания этого принципа – вопрос индивидуальный. Я не встречал трейдеров, для которых это значение было бы равно 0$. Иногда трейдеры уходят из данного бизнеса, так и не узнав о том, что они не обязаны совершать более 50% прибыльных сделок, чтобы их капитал рос. Чем меньше прибыль в каждой сделке и чем больше риск, тем выше будет доля прибыльных сделок.