Высокая ликвидность акций, облигаций или компании позволяет минимизировать риски и обеспечить стабильность в условиях неопределенности. А применяя методы и формулы для оценки ликвидности, вы сможете избежать типичных ошибок и повысить эффективность своих вложений. В конечном итоге, ваш успех в инвестировании во многом зависит от умения правильно анализировать ликвидность и другие финансовые показатели. В условиях быстро меняющегося рынка способность активов быть преобразованными в наличные средства становится критически важной. Другими словами, если мы говорим о том, что такое ликвидность актива или stp брокер (если речь идет о фондовом рынке) ликвидность ценной бумаги – это ее способность быстро превратиться в деньги.
Поставщики ликвидности: их разновидности и суть
При этом Curve автоматически делит токен на несколько других токенов с правильным соотношением в поставщик ликвидности пуле. Так получается, что ликвидность поставляется с помощью сразу нескольких токенов в одном пуле. В результате возможно проскальзывание и исполнение сделки по иной цене.
Активы, которые реализуются быстро — А2
Стоимость такой акции может быть меньше одного доллара. Чем устойчивее компания, тем выше спрос на её бумаги — значит, растёт и цена. Например, в индексе голубых фишек МосБиржи есть акции «Газпрома», «Яндекса», Сбербанка и других.
Преимущества использования поставщика ликвидности
Можно изучить статистику поисковых запросов и топ востребованных товаров на действующих торговых площадках. После просеивания информации через призму своих интересов получите подходящую нишу. Чтобы начать бизнес, не нужно закупать товар, вкладываться в производство или арендовать склады, можно обойтись без офиса и наемных сотрудников. Даже если бизнес не сложится, потери будут минимальны. «При выстраивании этой бизнес-модели дропшиппер может брать на себя дополнительные объемы продаж, став в некотором смысле представителем производителя. Для начала нужно выбрать способ посредничества между поставщиком и покупателем.
Бывает ликвидность денег, предприятия, недвижимости, рынка. Эта статья поможет разобраться, чем различаются показатели и какие из них нужны бизнесу. Отмечу, что в нормальной ситуации, чем меньше срок вклада — тем меньше ставка.
Основные финансовые рынки могут похвастаться достаточной ликвидностью, а валютный рынок Форекс является самым ликвидным рынком. Ликвидность – это емкость биржевого актива с возможностью покрыть спрос и предложение со стороны участников рынка. Не всегда высокая ликвидность или частая активность означают более высокие цены. Более высокая ликвидность означает более быстрые изменения и повышенную волатильность, что снижает спреды и стоимость торговли. Поскольку фиатные валюты связаны с правительствами, информация, относящаяся к стране или правительству, откуда поступает конкретная валюта, может увеличить или уменьшить ликвидность рынка. В таком разе, отдельная сделка при высоколиквидном рынке не способна глобально повлиять на стоимость товара.
Ведь от ликвидности активов зависит величина риска и доходность. А качество портфеля вложений определяют тактику и стратегию инвестирования, не говоря уже о финансовой устойчивости. Рассмотрим эту важную экономическую категорию внимательнее. Эти факторы в совокупности определяют, насколько легко актив может быть продан или конвертирован в наличные деньги с минимальными потерями в стоимости.
Чем выше показатель «черн», тем выше ликвидность. Для высоколиквидного рынка он должен составлять более 15. Сейчас самым ликвидным рынком в мире считается Forex.
![поставщик ликвидности простыми 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)
Как следствие, степень ликвидности активов на внебиржевом рынке — на порядок ниже. Более того, сложно ее точно спрогнозировать и рассчитать. Итак, мы уже рассмотрели основные аспекты ликвидности, охватывающие финансовые рынки. А сейчас, предлагаем обратить внимание на еще одну важную категорию — ликвидность товаров.
Примеры включают токены поставщика ликвидности SushiSwap (SLP) на SushiSwap и токены пула Balancer (BPT) на Balancer. Пользователи, решившие инвестировать свои активы в такие резервы (или пулы ликвидности), называются поставщиками ликвидности. Они могут выбрать, какое количество конкретного актива они хотели бы инвестировать в пул, и получить за свой вклад токен поставщика ликвидности, или LP. Очевидно, оценить ликвидность активов таким образом получится только на биржевом рынке, где обращение ценных бумаг происходит в режиме открытого финансового рынка и свободной конкуренции. Однако если возникнет ситуация, что нужно будет оплатить большую часть долгов в один момент, например, несколько банков и поставщиков срочно потребуют выплаты. Тогда есть риск того, что компания не справиться с финансовой нагрузкой.
Чем больше акций в свободном обращении, тем лучше для инвесторов. Поскольку такая ситуация обычно приводит к росту объемов торгов и уменьшению спреда, что в итоге повышает ликвидность акций. Чтобы более глубоко понять и правильно оценить ликвидность, далее мы предлагаем рассмотреть основные методы и формулы, которые помогут вам проводить точные расчеты и принимать взвешенные решения.
Для фирмы же важно следить сколько у неё в обороте находится товара, а также сколько на счетах числится денег. Потому что ликвидность фирмы формируется через оценку внутренних активов, а большая их часть, как например, оборудование быстро в деньги превратить непросто. Отражает, как вы помните, возможность фирмы погасить краткосрочные обязательства с помощью таких же активов. Термин «ликвидность» означает способность актива быстро превращаться в деньги без потери стоимости.
- При этом Curve автоматически делит токен на несколько других токенов с правильным соотношением в пуле.
- Высокий коэффициент показывает, что у бизнеса достаточно оборотных активов, чтобы покрыть текущие долги.
- Важность агрегаторов ликвидности, часто также называемых провайдерами, подчеркивается на рынке криптовалют, где они облегчают торговлю для более мелких брокеров посредством сквозной обработки (STP).
- Она показывает, может ли организация погасить свои краткосрочные обязательства с помощью своих активов с высокой ликвидностью.
- При выборе постоянных поставщиков дропшипперы могут тестировать различные товары и ниши без закупки больших партий, а также оценивать качество коммуникации как с поставщиками, так и с покупателями.
- Начнём с того, что в экономике термин «ликвидность» – очень важный.
Не являются средством платежа, но без потерь трансформируются в деньги в течение одного дня. В завершение предлагаем вам рейтинг наиболее популярных инвестиционных активов, расположенных по ухудшению ликвидности. Очевидно, финансовые потери и скорость трансформации находятся в обратной зависимости. В предыдущих разделах мы кратко говорили о ликвидности недвижимости. Теперь давайте погрузимся в этот вопрос более глубоко. Детальное понимание особенностей этой сферы позволят вам принимать более обоснованные инвестиционные решения и эффективно управлять своими активами.
Например, если для вашей системы критично четкое исполнение, то брокер с выходом на LMAX скорее всего будет предпочтительным. Хотя разница будет практически незаметна, если вы торгуете вручную или с большой периодичностью. И все же любой агрегатор дает одно очевидное преимущество перед брокерами с внутренним диллингом.
![поставщик ликвидности простыми словами](image/jpeg;base64,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)
Особенно, если ваша деятельность связана с бизнесом или с частными инвестициями. Чем выше волатильность, тем больше цена актива отклоняется от средней. Краткосрочные финансовые вложения — инвестиции компании со сроком в один год или меньше. В зависимости от показателя активы можно причислить к одному из трёх классов.
Чем выше спрос, тем проще продать актив по текущей цене. Также Curve Finance вознаграждает держателей активов каждый раз, когда участники рынка совершают сделки. За каждую транзакцию поставщик ликвидности может получать комиссию в размере 0,04%, а также процент по займам от Compound. Приведу живой пример, у Вас возле дома стоит овощной магазин, Вам надо сделать салат и хотите купить огурцы. Вам нужен килограмм огурцов и магазин может обеспечить Ваш спрос своим предложением, Вы спокойно купите 1 кг огурцов никак не влияя на цену.