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	<title>Makian &#187; Форекс партнерская программа</title>
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		<title>Простая транзакция базы данных Oracle</title>
		<link>https://makian.com.br/prostaja-tranzakcija-bazy-dannyh-oracle/</link>
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		<pubDate>Sat, 22 May 2021 03:57:50 +0000</pubDate>
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				<category><![CDATA[Форекс партнерская программа]]></category>

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		<description><![CDATA[Содержание Транзакции Склонение &#8220;транзакция&#8221; в русском Undo log Точки сохранения Старейшая активная транзакция (OLDEST ACTIVE TRANSACTION) Соберите ребёнка в интернет Будут эти феномены безобидными причудами или потенциальными источниками ошибок — зависит от специфических требований. Большую часть времени невоспроизводимые чтения и фантомные строки не представляют собой серьезных проблем, а усилия по их предотвращению слишком дорогостоящи, чтобы имело смысл их предпринимать. Эта строка генерирует исключение, которое приведет к откату транзакции, гарантируя, что ни одна запись не попадет в базу данных. Большинство поставщиков данных ADO.NET включают поддержку баз данных. Транзакции стартуют через объект Connection вызовом [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Транзакции</a></li>
<li><a href="#toc-1">Склонение &#8220;транзакция&#8221; в русском</a></li>
<li><a href="#toc-2">Undo log</a></li>
<li><a href="#toc-3">Точки сохранения</a></li>
<li><a href="#toc-5">Старейшая активная транзакция (OLDEST ACTIVE TRANSACTION)</a></li>
<li><a href="#toc-6">Соберите ребёнка в интернет</a></li>
</ul>
</div>
<p>Будут эти феномены безобидными причудами или потенциальными источниками ошибок — зависит от специфических требований. Большую часть времени невоспроизводимые чтения и фантомные строки не представляют  собой серьезных проблем, а усилия по их предотвращению слишком дорогостоящи, чтобы имело смысл их предпринимать. Эта строка генерирует исключение, которое приведет к откату транзакции, гарантируя, что ни одна запись не попадет в базу данных. Большинство поставщиков данных ADO.NET включают поддержку баз данных. Транзакции стартуют через объект Connection вызовом метода BeginTransaction(). Этот метод возвращает специфичный для поставщика объект Transaction, используемый для управления транзакцией.  Все классы Transaction реализуют интерфейс IDbTransaction.</p>
<p>В информационных технологиях и анализе данных под транзакцией понимают последовательность действий или событий, происходящих одновременно и представляющих собой логически связанную единицу. Термин может трактоваться несколько по-разному в зависимости от предметной области.</p>
<h2 id="toc-0">Транзакции</h2>
<p>Типичной транзакцией в этом контексте является набор товаров или услуг, покупаемых совместно по одному чеку. Анализ транзакций позволяет обнаруживать типичные шаблоны покупок в супермаркетах с помощью ассоциативных правил. Результат успешных транзакций сохраняется в стабильной базе данных, утеря при случайных сбоях недопустима. Транзакции выполняются только целиком или не выполняются вовсе. Неразрывность транзакций обеспечивает СУБД (система управлениями баз данных).</p>
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" width="304px" alt="Транзакция"/></p>
<p>Философия транзакционного маркетинга базируется на принципе, что максимизация эффективности и объема индивидуальных покупок важнее, чем развитие отношений с клиентом. Транзакционный маркетинг является альтернативной стратегией «маркетингу отношений». Последний <a href="https://maxipartners.com/transaction/">Транзакция</a> подчеркивает важность клиента для будущего успеха компании. То есть, после завершения сделки и продажи товара отношения с клиентом не завершаются, и это выгодно для любой компании. Именно на таком подходе базируется система управления по работе с клиентами.</p>
<h2 id="toc-1">Склонение &#8220;транзакция&#8221; в русском</h2>
<p>Если этого не сделать, транзакция будет автоматически отменена. Несмотря на то что ADO.NET предоставляет хорошую поддержку транзакций, вы не всегда должны их использовать. Фактически всякий раз, когда применяется какого-то рода транзакция, автоматически привносятся накладные расходы.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="Транзакция"/></p>
<p>Если блокировка прошла, то транзакция B решает что A умерла, и меняет состояние A в TIP с Активного на Отмененное. Для обеспечения целостности данных, Oracle использует специальные структуры, именуемые сегментами отмены . Например, когда вы читаете набор данных для транзакции, Oracle обеспечивает, чтобы прочитанные данные были согласованы по набору транзакций т.е. Гарантирует, что данные, которые вы видите, отражают один набор зафиксированных транзакций. Oracle также обеспечивает согласованность данных по чтению, что означает, что все данные, выбранные вашими запросами, относятся к одному моменту времени. Сегменты отмены Oracle – это часть табличного пространства undo, упомянутого ранее в этой главе.</p>
<h2 id="toc-2">Undo log</h2>
<p>Каждая транзакция проводится по заранее установленному алгоритму, условия которого должны быть одинаковы для любых участников и ситуаций. Транзакция может быть отменена только после ее завершения – в процессе проведения операции вносить изменения нельзя. Этот принцип требует, чтобы транзакция была либо выполнена, либо отменена (аварийно прекращена). В любом из этих двух случаев данные должны быть правильно сохранены в конечном состоянии, либо в начальном в случае аварии. Вы можете использовать Undo Advisor Oracle через OEM для нахождения идеального размера табличных пространств undo и идеальной длительности, чтобы специфицировать параметр UNDO_RETENTION. Посредством статистики текущего использования пространства отмены можно оценить оптимальные параметры генерации данных отмены для вашего экземпляра. Oracle использует механизм блокировок для обеспечения параллелизма данных.</p>
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<h3>Сколько времени занимает перевод денег из одного банка в другой?</h3>
</div>
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<p>&#x41f;&#x435;&#x440;&#x435;&#x432;&#x43e;&#x434; &#x441; &#x434;&#x435;&#x431;&#x435;&#x442;&#x43e;&#x432;&#x43e;&#x439; &#x43a;&#x430;&#x440;&#x442;&#x44b; &#x43d;&#x430; &#x43a;&#x430;&#x440;&#x442;&#x443; &#x432; &#x434;&#x440;&#x443;&#x433;&#x43e;&#x43c; &#x431;&#x430;&#x43d;&#x43a;&#x435;, &#x43a;&#x430;&#x43a; &#x43f;&#x440;&#x430;&#x432;&#x438;&#x43b;&#x43e;, &#x43e;&#x431;&#x445;&#x43e;&#x434;&#x438;&#x442;&#x441;&#x44f; &#x432; 1&#x2013;1,5% &#x43e;&#x442; &#x441;&#x443;&#x43c;&#x43c;&#x44b;, &#x441; &#x43a;&#x440;&#x435;&#x434;&#x438;&#x442;&#x43a;&#x438; &#x2014; &#x434;&#x43e; 6%. &#x421;&#x43a;&#x43e;&#x440;&#x43e;&#x441;&#x442;&#x44c; &#x43f;&#x435;&#x440;&#x435;&#x447;&#x438;&#x441;&#x43b;&#x435;&#x43d;&#x438;&#x44f; &#x434;&#x435;&#x43d;&#x435;&#x433;: &#x43d;&#x435;&#x441;&#x43a;&#x43e;&#x43b;&#x44c;&#x43a;&#x43e; &#x441;&#x435;&#x43a;&#x443;&#x43d;&#x434;, &#x435;&#x441;&#x43b;&#x438; &#x43f;&#x435;&#x440;&#x435;&#x432;&#x43e;&#x434; &#x438;&#x434;&#x435;&#x442; &#x441; &#x43a;&#x430;&#x440;&#x442;&#x44b; &#x43d;&#x430; &#x43a;&#x430;&#x440;&#x442;&#x443;, &#x432; &#x442;&#x43e;&#x43c; &#x447;&#x438;&#x441;&#x43b;&#x435; &#x440;&#x430;&#x437;&#x43d;&#x44b;&#x445; &#x431;&#x430;&#x43d;&#x43a;&#x43e;&#x432;. &#x412; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x441;&#x43b;&#x443;&#x447;&#x430;&#x44f;&#x445; &#x43f;&#x435;&#x440;&#x435;&#x432;&#x43e;&#x434; &#x43c;&#x43e;&#x436;&#x435;&#x442; &#x437;&#x430;&#x43d;&#x438;&#x43c;&#x430;&#x442;&#x44c; &#x434;&#x43e; 3 &#x440;&#x430;&#x431;&#x43e;&#x447;&#x438;&#x445; &#x434;&#x43d;&#x435;&#x439;.</p>
</div></div>
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<p>Состояние каждой транзакции хранится на Transaction Inventory Page . Единственным измененим БД при подтверждении транзакции является смена состояния этой транзакции с Активной на Подтвержденную. Когда транзакция вызывает процедуру отмены, она проверяет свой Update Flag – если он не установлен, то значит никаких изменений БД не было произведено, и нужно сделать Подтверждение вместо Отмены . Таким образом, отмена read-only транзакций не нагружает БД. При завершении работы скрипта или при закрытии соединения, PDO автоматически откатывает все незавершённые транзакции. Это делается, чтобы предотвратить нарушения целостности базы данных в случаях, когда скрипт неожиданно прерывает работу.</p>
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