Логика работы FILL_OR_KILL

Страницы: 1
RSS
Логика работы FILL_OR_KILL, Не выполненная заявка не снимается, а висит и исполняется частично как обычная
 
Добрый день. Прошу помощи с FILL_OR_KILL. На учебном сервере QUIK наблюдаю такое поведение: лимитированная заявка с параметром FILL_OR_KILL при неисполнении не снимается, а продолжает висеть активной. При приходе встречной цены исполняется частями - т.е. ведет себя как обычная заявка. Мое ожидание, что если заявку не удалось выполнить (например, рынок убежал), то заявку надо снять.

Поведение одинаковое как при отправке заявки через qlua, так и руками.

Пример (SBERP): в стакане лучший bid 213.56, offer 213.88. Ставим лимитированную заявку FILL_OR_KILL  на покупку 6 лотов по 213. Заявка повисает в стакане и ждет. Далее рынок движется в сторону нашей заявки, и происходят четыре сделки:
(через 10 секунд после отправки заявки) 1 лот по 213
(ещё через 3 секунды) 1 лот по 213, 1 лот по 213, 3 лота по 213.

Итого, конечно, куплено 6 лотов, но во-первых, мало того, что заявка осталась висеть, так ещё и исполнялась частично.

Буду благодарен за разъяснение, куда копать.

Задача, которую пытаюсь решить - покупка одного инструмента в заданном количестве и продажа другого инструмента в кратном объеме. Частичное исполнение заявки неинтересно, также неинтересно отсроченное исполнение заявки на покупку первого инструмента.
 
Выгрузил в excel для наглядности (вверху - фрагмент таблицы заявок, внизу - фрагмент таблицы сделок):
[img]data:image/png;base64,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[/img]
 
Идиотизм какой-то с форумом - вместо картинки прикрепил base64. Ещё и отредактировать нельзя и удалить. Что ж так через задницу-то сделали?! Попробую прикрепить png.
 
UncleKo, добрый день.
Немедленно или отклонить» – по правилам торгов,  заявка исполняется только полностью, т.е. при  наличии в торговой системе встречных заявок по цене, не хуже указанной пользователем.
 
Цитата
Zoya Skvorcova написал:
UncleKo  , добрый день.
Немедленно или отклонить» – по правилам торгов,  заявка исполняется только полностью, т.е. при  наличии в торговой системе встречных заявок по цене, не хуже указанной пользователем.
Зоя, спасибо. Если заявка исполняется полностью, то из-за чего может возникать трехсекундная задержка между первой сделкой с 1 лотом и последующей серией 1+1+3?
 
UncleKo,заявка может исполнится не одной сделкой,а  при  наличии в торговой системе встречных заявок по цене, не хуже указанной пользователем
 
По-другому спрошу. Возможна ли ситуация, когда заявка исполнится частично? Что означает KILL? В каком случае она будет снята?  
 
UncleKo,добрый день.
После выставлении заявки она через сервер QUIK уходит на биржу и далее по правилам  торгов исполняется или снимается.  Какой алгоритм заложен  в  условии исполнения Немедленно или отклонить и в каком случае заявка снимется вы можете уточнить у специалистов московской биржи.
 
Вопрос изначально был про учебный сервер arqa. Я был уверен, что алгоритм исполнения заявок на учебном сервере идентичен биржевому. Это не так?
 
UncleKo,добрый день.
Мы ещё раз всё проверили. Алгоритм на нашем эмуляторе не такой как  на бирже. Наш эмулятор ничего не знает о заявках с признаком Полностью либо Отклонить.
Поэтому ответы на Ваш вопрос(Если речь идёт про нормальные торги, не игровые)
Цитата
UncleKo написал:
Возможна ли ситуация, когда заявка исполнится частично?
Нет
Цитата
UncleKo написал:
Что означает KILL
Отклонить
Цитата
UncleKo написал:
В каком случае она будет снята?
Снята будет в том случае, если Вы указываете объем в заявке больше, чем сейчас есть в стакане.
 
Зоя, благодарю за пояснение. Итого чтобы убедиться, что я правильно всё понял:
* при выставлении заявки (пусть будет на покупку - для простоты), которую нельзя удовлетворить сразу из-за цены (рынок убежал вверх), заявка повисает в стакане (при условии, что я выставил количество меньшее, чем весь объем в стакане - т.е. на хорошо торгуемых ликвидных инструментах всегда, т.к. мое количество всегда будет меньше общего объема стакана)
* если рынок двинулся в сторону заявки, и цена предложения совпала с моей ценой, проверяется объем. если объем встречной заявки меньше моего (например, я выставил 10 лотов на покупку, а встречная заявка пришла на продажу 3 лотов), моя заявка останется висеть, а выполнятся заявки других участников по этой цене. моя заявка исполнится только если встречный объем будет больше или равен моему и встречную заявку можно выполнять частично


Верно?

От этого сильно зависит не только логика блока по обработке заявок (контроль выставления и исполнения, а также снятие), но и логика блока по покупке спреда.


И планируется ли доработать учебный сервер, чтобы можно было тестировать алгоритмы, работающие со всеми типами заявок (не только теми, которые можно выполнять частично)?
 
UncleKo,нет, заявка не будет висеть в стакане, она сразу снимется с диагностикой
ОШИБКА: (187) Невозможно немедленно удовлетворить заявку типа 'Полностью или Отклонить'. Эта заявка отклоняется.
Доработка на учебном сервере не планируется.
 
Здравствуйте.
Не люблю создавать новые темы (что есть -- то есть).
И ведь, вопрос-то, пустяковый (для тех кто знает).

Скажите, пожалуйста,
где почитать
или изложите непосредственно в ответ
про
форматы числовых данных d16.5 и d16.6 ???

Заранее благодарен.
 
https://www.sqlservertutorial.net/sql-server-basics/sql-server-decimal/
Страницы: 1
Читают тему (гостей: 2)
Наверх