Этот сайт содержит информационные материалы на тему финансов, экономики, трейдинга, криптовалют. Каждый должен самостоятельно анализировать полученную информацию и самостоятельно принимать решения. Ваша торговля на рынке форекс должна быть защищена хотя бы относительно. Здесь важно иметь два весла — прорабатывать эмоции самому или с психологом, плюс заранее обозначить и соблюдать пределы допустимого убытка на каждой сделке, на каждый день/неделю/месяц. Привязываться только к одной — некорректно, ведь рынок изменчив. Сегодня у вас была прибыльной одна стратегия, а что будет завтра — неизвестно.
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)
Мани-менеджмент — это умение распределять средства для инвестиций таким образом, чтобы минимизировать риски, сохранить капитал и приумножить. Всегда важно определять размер своего риска как помощью фиксированного процента, так и денежной стоимости. В этом случае вы всегда будете осознавать конкретную величину риска, и вам будет проще контролировать свои убытки. Когда я совершаю три убыточные сделки подряд, я делаю перерыв в своей торговле.
Правила Мани Менеджмента
Очень важно иметь дополнительный счет и не включать в торговлю весь депозит. Для того чтобы торговля проходила стабильно, безопасно и прибыльно, нужно использовать в своей работе правила мани-менеджмента или управления капиталом. Игнорирование этих правил может привести к полной потере депозита. Помните, что чем меньше размер вашего риска на сделку, тем больше у вас будет пространства для убытков.
На самом же деле мы видим кривую доходность в виде «пилы», которая похожа на флэт валютного курса. Длительный период времени счет остается неизменным, что влечет за собой потерю капитала, как только он возрастает и достигает определенного объема. Чтобы ваш доход стал положительным, а не отрицательным, нужно воспользоваться «уровнем сопротивления» эквити, который является сигналом для реинвестирования прибыли. Во время разгона депозита лучше использовать такую стратегию, где будет как можно большее количество выводов средств, которые заработаны. Например, Джесси Ливермор выводил половину своих средств после каждой хорошо сложившейся сделки.
Мани-менеджмент На Рынке Форекс – Что Это И Зачем?
Например, вы давно хотели накопить на машину или дом с зоной отдыха, а может мечтаете полностью себя обеспечить и уйти с нелюбимой работы? Для этого необходимо написать определенную сумму, которую вы хотите заработать, и поставить временные рамки, в течение которых вы сможете этого достичь. Прежде чем управлять собственными деньгами, вам нужен опыт. Приобретение опыта для инвесторов часто означает потерю денег, а потеря денег в пенсионных накоплениях невозможна.
Для лучшего понимания, что же представляют собой мани менеджмент в трейдинге, нужно привести примеры, произвести расчеты рисков. Известно, что для мани менеджмента и риск менеджмента в трейдинге разработаны собственные стратегии. Мани менеджмент нужно изучать для того, чтобы научиться планировать управление активами. До 90% трейдеров работают над увеличением капиталов в долгосрочной перспективе.
Его можно использовать при применении стратегий, которых на рынке большое количество. Правильный выбор должен падать на сигнал, имеющий малый стоп. Эта тактика позволяет увеличивать риск-позицию, которая взята отдельно. Торговля сигналами, имеющими малый стоп, и игнорирование сигналов, имеющих большой стоп, может привести вас к успеху. Мнение, что разгон депозита зависит от такой тактики, как увеличение плеча, то есть использование депозита на максимуме, является большим заблуждением трейдеров. Для разгона депозита необходимо стремление к открытию маленького лота, а не фиксирование прибыли большого размера.
Они возникают после серии убытков, когда трейдер не может смириться с убытком. Также после частых последовательных доходных позиций, спекулянт чувствует себя всемогущим. В обоих случаях человек становится неуправляемым и не хаотично открывает сделки. В результате баланс счета уменьшается, и остановка торговли случается при критическом проценте потерь. Один или два процента от депозита на ордер – это оптимальный риск консервативной торговли. Потолок суммарных потери за сутки не должен превышать 10% баланса.
Психология И Мани Менеджмент В Трейдинге
Процент допустимых убытков может варьироваться от трейдера к трейдеру. По моему опыту, приемлемый диапазон составляет где-то между 5% и 10%. Это позволит вам учитывать несколько последовательных потерь, но также даст вам возможность не потерять слишком много своих средств.
- Для начинающих трейдеров постановка стоп лосса обязательна.
- Но даже у нормального порядочного брокера может сложиться нештатная ситуация, из-за чего вы рискуете потерять свой единственный депозит, который имели.
- Используя мани менеджмент и риск менеджмент, нужно учитывать, что в 90% случаев показатели риска на одну сделку будут в диапазоне 1-15%.
- Минус в сто долларов означает остановку трейдинга на текущий день.
- Поэтому неплохим правилом будет ориентироваться только на пункты.
Здесь вы можете включить в свой мани менеджмент дополнительные правила. Моя цель — зарабатывать от 10 до 20 тысяч долларов за год. В идеале я хотел бы достичь этой цели через 6 месяцев, но скорее всего, на этот потребуется как минимум 9 месяцев. До этого времени я не хочу снимать деньги со своего счета.
Это главное правило мани-менеджмента, о котором не очень любят говорить брокеры. Видимо, оно слишком простое и очевидное, чтобы им пользоваться. Предположим, вы только что совершили четыре убыточные сделки.
Мани Менеджмент В Трейдинге: Основные Правила
К примеру, когда я торгую валютной парой GBP/JPY по моей торговой стратегии, я ожидаю движения в среднем на eighty пунктов. Если мой прогноз не оправдывается, я даю цене пойти против меня не на более, чем 70 пунктов. Эти расчеты основаны на моей торговли за последний год по паре GBP/JPY. По сути, мани менеджмент, как и риск менеджмент, необходимо изучить, чтобы грамотно распоряжаться денежными средствами, тем самым увеличивая показатели прибыли, минимизируя убытки. Мани менеджмент – это основа трейдинга, которая увеличивает доход при прибыльной стратегии и не дает потерять депозит при убыточном алгоритме.
Есть еще одна версия того же постулата — не держите весь депозит у одного брокера. Выбирайте нескольких и очень грамотно — иначе не сможете вывести заработанное, а компания исчезнет вместе с вашими деньгами. Если вам мало всего вышеизложенного, подумайте о том, что при отсутствии элементарных правил в трейдинге https://boriscooper.org/ вы станете легкой добычей для нечистоплотных брокерских контор. Профессионалы рынка используют стратегии, дающие 60-70% и это предел возможного. Поэтому пока одни годами мечутся в поисках грааля, другие спокойно и стабильно зарабатывают. Подавляющее число новичков ничем другим заниматься не хочет.
Важно понимать, что инвестиционный портфель – это не только распределение, но и его эффективность. Лучшие финансовые менеджеры понимают, как распределить свои вклады для получения максимальной прибыли с наименьшим риском. Они также понимают, что эффективность очень динамична по мере старения человека и изменения его финансового положения. Заведите привычку пользоваться несколькими инструментами, но не слишком увлекайтесь — трейдеру не обязательно быть универсальным солдатом. Тем более, что чем больше инструментов, тем больше денег для этого надо.
![Для чего нужен 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)
А когда есть хотя бы 2-3, их можно применять как на одном депозите, так и на нескольких у разных брокеров. Кураж от больших сумм или отчаяние при тильте одинаково быстро помогают потерять бдительность и увеличивать объем сделок вплоть до слива депозита. Другими словами — это набор четких правил, которые максимально снижают риск просадки и потерю депозита. Это также и способность оставаться в прибылях при наличии убыточных сделок. Также важно иметь торговый план, который будет для вас понятен и которому вы cможете ежедневно следовать. В конце концов, не план делает вас успешным, а ваша способность следовать ему.
В управлении рисками надо учитывать сразу два фактора — риск как таковой и вознаграждение за него. Большинство новичков фокусируются только на одном из них, что само по себе ведет к закономерному провалу. Надо учиться соотносить одно с другим, принимать во внимание и процент прибыльных сделок, и убыточных, постоянно поддерживать пропорцию, чтобы прибыль перекрывала убытки. На финансовые рынки приходят толпы людей, одурманенных рекламой, которые не имеют ни малейшего представления о принципах управления капиталом в условиях рыночного хаоса. И только после слива депозита единицы из них начинают понимать,что нужна система и какие-то правила.
![Для чего нужен мани-менеджмент](https://boriscooper.org/wp-content/uploads/2021/07/b1c6a2c5-428f-472b-97eb-aca5af33eae9.jpg)
Они могут заставить вас усомниться в своих способностях, что неизбежно приведет к еще большим убыткам. Это порочный круг, но его можно избежать, если вы вовремя прекратите свою торговлю. Если исследовать мани менеджмент статистику, то видно, что новички в большинстве случаев отдают предпочтение стратегии усреднения. Она заключается в увеличении доли имеющихся у трейдера акций по мере того, как цена их падает.