... запроса, попытка самостоятельно разрешить его, либо переадресация, в соответствии с соглашением об уровне обслуживания (service level agreement или SLA); Процедуры мониторинга и эскалации в соответствии с SLA; Контроль текущего состояния предоставляемых услуг, различных систем, задействованных ...
... Подсказка при наведении на оценку называет её и говорит, что с ней можно сделать, а если изменить нельзя — почему. Исправлено В проектах с SLA приоритет задания вычисляется программой из влияния и срочности, и в карточке он только показывается. Раньше приоритет предлагалось выбрать,...
... героев в лицо. Если работаете по методике ITIL, наше ПО даст все инструменты и цифры с показателями, а так же позволит работать с использованием SLA. Есть задачи, которые выполняете по расписанию? Это могут быть оплаты, планирование и т.д. Создайте регламентные (повторяющиеся) задания ...
... на инциденты. Управление персоналом – должностные инструкции, политика мотивации, анкеты и оценки сотрудников. Уровень обслуживания – SLA, каталог услуг и регламент взаимодействия с заказчиками. Договоры и юридические документы – типовые соглашения, трудовые договоры, регламенты ...
... деле - 7 задач, в которые нужно зайти, написать ответ, отдельно оценить. Мало того, что тратим лишнее время, так еще и это количество влияет на SLA и KPI парней техподдержки
... страницы, кроме кнопки вызова редактора. В описании изменений не открывались гиперссылки в браузере. Исправлен некорректный расчет сроков по SLA для баз данных, работающих на СУБД PostgreSQL. Обновление устанавливается на любую версию. Скачать обновления вы можете на нашем сайте предварительно ...
... документе "Задание" пропадало вставленное изображение. Добавлена сортировка при получении расписания работ для корректного расчета дат по SLA (для пользователей с базой на PostgreSQL). Обновление устанавливается на любую версию. Скачать обновления вы можете на нашем сайте предварительно ...
... сроков и протокола для решения сложных проблем Как использовать линии поддержки в «Управление IT отделом-8» Для того, чтобы уложиться в сроки SLA и разрешить инцидент с помощью дополнительных знаний или дополнительных полномочий - в нашем продукте реализован механизм эскалации задания ...
... бы иметь функционал с искусственным интеллектом, который может анализировать входящие обращения пользователей, раскладывать по услугам SLA, назначать исполнителей, но и даже отвечать Инициаторам обращений, если находит в Базе знаний нужный ответ. Так например в программе 1C:ITIL ...
... стандартов ITIL и можно найти множество инструментов, например, «Канбан доска», «Покер- планирование», «Ежедневные стендапы», «Спринты», «SLA», создание линий поддержки и делегирование заданий между ними, складской учет и другое. Теперь несколько рекомендаций по работе 1 Фиксируйте ...
В целя обеспечения уровня SLA специалисты технической поддержки работают в сменном графике по 12 часов. Хотелось бы расширить функционал системы для учета рабочего ...
... основании выбранных учетных записей. Исправлена ошибка записи нового задания, которая воспроизводилась из-за отключенного функционала SLA. Исправлена ошибка заполнения источника, при создании документа "Ежедневный отчет" с помощью кнопки "Заполнить"-"По трудозатратам"....
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
... исправлена сортировка статей в разделах ("Недавно добавленные статьи", "Самые популярные статьи" и т.д.). Исправлена ошибка с расчетом SLA для информационных баз, работающих на Postgres. Исправлена ошибка, из-за которой при создании документа "Задание" из письма создавался ...
... видимости сохраняется при закрытии формы добавления комментария. В документе "Задание", при создании подзадачи, добавлен авторасчет SLA. Для роли "Базовые права УФ" добавлены права "Чтение" и "Просмотр" справочника "Виды номенклатуры". Исправление ошибок ...
... процесс все равно останется неавтоматизированным. Это увеличит трудозатраты, которые важны при соблюдении регламентных сроков соглашения SLA . Отсутствие отчетности. Почтовые ящики не предназначены для формирования dashboard, метрик и различных видов отчетов. И это самый главный минус ...
... ограничить пользователям права на определенные возможности редактирования нельзя. А это ведет к незащищенности информации. Нет сроков SLA и автоматизированных уведомлений по заявкам При предоставлении сервисного обслуживания не стоит забывать, что каждое обращение имеет ...
... сложности решения. Время решения утверждается благодаря проведению переговоров с обслуживаемыми пользователями, откуда вытекают сроки SLA. В библиотеке методологий ITIL также присутствует такое понятие как функциональная эскалация. Главный принцип, которой заключается в переводе ...
... результате наличие базы знаний исключает долгое ожидание клиентом необходимого решения проблемы. Снижаются риски нарушения сроков « Соглашения SLA ». - Рациональное использование знаний и труда, состава квалифицированных специалистов технической службы. База знаний позволит полностью ...