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	<title>IT Вакансії archivos - Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</title>
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	<title>IT Вакансії archivos - Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</title>
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		<title>Що таке регресійне тестування? Визначення, інструменти, метод та приклад Тестування Автоматизації</title>
		<link>https://cafe.uy/shho-take-regresijne-testuvannja-viznachennja/</link>
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		<pubDate>Wed, 02 Feb 2022 22:17:17 +0000</pubDate>
				<category><![CDATA[IT Вакансії]]></category>
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					<description><![CDATA[<p>Ручне регресійне тестування вимагає багато людських зусиль і&#160;часу, і&#160;це&#160;ускладнює процес. Це комплексне тестування, яке перевіряє, як система взаємодіє із зовнішніми системами, і забезпечує валідацію всього процесу виконання завдання або транзакції від початку до кінця. Інтеграційне тестування призначене для перевірки взаємодії між інтегрованими компонентами системи. Воно проводиться після юніт-тестування і перед системним тестуванням. Ця техніка використовується, [&#8230;]</p>
<p>La entrada <a href="https://cafe.uy/shho-take-regresijne-testuvannja-viznachennja/">Що таке регресійне тестування? Визначення, інструменти, метод та приклад Тестування Автоматизації</a> se publicó primero en <a href="https://cafe.uy">Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Ручне регресійне тестування вимагає багато людських зусиль і&nbsp;часу, і&nbsp;це&nbsp;ускладнює процес. Це комплексне тестування, яке перевіряє, як система взаємодіє із зовнішніми системами, і забезпечує валідацію всього процесу виконання завдання або транзакції від початку до кінця. Інтеграційне тестування призначене для перевірки взаємодії між інтегрованими компонентами системи. Воно проводиться після юніт-тестування і перед системним тестуванням.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/yqPVcM-4JJk' frameborder='0' alt='що таке регресійне тестування' allowfullscreen></iframe></div>
<p>Ця техніка використовується, коли програмне забезпечення зазнає масштабних змін. Це одна з найбільш трудомістких технік, але при значних змінах коду потрібна ретельність. Використання автоматизованих інструментів регресійного тестування дозволяє отримати негайний зворотний зв’язок.</p>
<p>Команда із забезпечення якості програмного забезпечення проводить регресійне тестування після того, як команда розробників завершить модифікацію коду. Димове тестування — це <a href="https://wizardsdev.com/">https://wizardsdev.com/</a> попередній тест, який допомагає виявити  основні збої програмного забезпечення. Він не шукає глибокі причини проблеми чи вирішення, а визначає менші проблеми та функції.</p>
<h2>Коли варто використовувати модульне тестування, а не регресійне?</h2>
<p>Є речі, які автоматизоване тестування інтерфейсу користувача просто не може виконати, і потрібна людська взаємодія, критичне мислення та людський фактор, щоб знайти всі недоліки програми. Оскільки додатки стають все складнішими, інструменти, які використовуються для тестування, теж ускладнюються. Сценарії тестування інтерфейсу користувача стають набагато трудомісткішими через величезний обсяг коду, який потрібно протестувати. Ця проблема ускладнюється, коли правильні інструменти тестування інтерфейсу користувача недоступні. Оновлення програм і зміни, які призводять до частих проблем, навіть якщо вони не призводять до повного збою, є чудовими кандидатами для регресійного тестування. Подібні проблеми з програмним забезпеченням часто мають одну першопричину, яку може виявити регресійне тестування.</p>
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" width="304px" alt="що таке регресійне тестування"/></p>
<p>Тестування на осудність є підмножиною регресійного тестування, але це не те саме. Під час тестування програмного забезпечення перевірка працездатності виконується перед регресійним тестуванням. Складне програмне забезпечення потребує набагато більшої уваги до деталей і тестування, щоб отримати його правильно. Чим складніше програмне забезпечення, тим більше грошей йому знадобиться для продовження тестування. За потреби розробники коригуватимуть код для виправлення помилок. Вони розуміють, як має працювати програмне забезпечення, і можуть легко побачити проблеми в результатах тестування.</p>
<h2>Складність програмного забезпечення</h2>
<p>Вона купила своєму 28-річному синові Алеку у місцевому магазині дашікі – барвисту західноафриканську сорочку. І так само, як чоловік у рекламі сайту Ancestry, Джейкобсен змінила свій стиль одягу. Як вказував сайт 23andMe, за збігом ДНК у неї мала бути двоюрідна сестра, і Джейкобсен написала їй через сайт. Коли надійшли результати, діаграма показала, що Джейкобсен мала 25% генів західноафриканського походження. «Глянувши на результати тесту в імейлі, я знайшла відповідь на питання, яке турбувало мене 50 років».</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="що таке регресійне тестування"/></p>
<p>Але вона мріяла повезти трьох своїх синів до Африки і здійснити те, що вона називала «подорожжю у пошуках нашого коріння». На&nbsp;перший погляд, ці&nbsp;види тестування мають співзвучну назву, проти є&nbsp;доволі різні. Градація Пріоритету дефекту (Priority)<br />
P1 Високий (High)<br />
Помилка повинна бути виправлена ​​якомога швидше, так як її наявність є критичною для проекту. P2 Середній (Medium)<br />
Помилка повинна бути виправлена, її наявність не є критичною, але вимагає обов’язкового рішення.</p>
<h2>Відмінності між димовим і регресійним тестуванням</h2>
<p>Регресійне тестування є ключовим елементом у визначенні того, як нові функції вплинули на існуючі функції, і необхідне для успішної практично кожної програми корпоративного рівня. Ви захочете використовувати димове тестування під час перевірки програмного забезпечення на наявність проблем. Члени команди роблять це перед додаванням оновлень або нових функцій.</p>
<ul>
<li>Якщо програма не обмежує кількість символів у цих полях, це може призвести до недійсних введень від кінцевого користувача.</li>
<li>Якщо результати тестів відрізняються від очікуваних, запишіть це.</li>
<li>Ця дія виконується технічним фахівцем, що відповідає за створення, налагодження та підтримку в робочому стані тест-скриптів, тестових наборів та інструментарію.</li>
<li>Методи тестування стосуються методів оцінки системи або компонентів програмного забезпечення, щоб переконатися, що вони відповідають усім вимогам.</li>
<li>«Це змінило мій спосіб мислення про расу. Мені треба було так багато чого навчитися».</li>
<li>Окремі функції можуть мати проблеми з певними операційними системами, тому необхідно перевіряти роботу програми у різних версіях Windows, Unix, Mac, Linux, Solaris і ін.</li>
</ul>
<p>• Перевірте посилання «забули пароль», щоб перевірити, чи воно працює належним чином. Перевірка працездатності перевіряє будь-яке нове або змінене кодування, щоб переконатися, що воно відповідає вимогам програми. • Це повинно перевірити, яке повідомлення про помилку відображається під час введення заборонених символів. • Він також повинен протестувати мітки полів і перевірити, чи приймає дійсні та відхиляє неприпустимі записи. Це використовується для обмеження кількості символів для певних полів, наприклад поштових індексів.</p>
<h2>Обов’язки тестувальників</h2>
<p>Але, як думала мама Кари, ви також зможете претендувати на певні програми, стипендії чи навіть статки. Через п’ять років після цього відкриття під час нашої зустрічі у зумі на Карі &#8211; кулон із зіркою Давида. Її мама думала, що це допоможе дівчинці потрапити на деякі програми допомоги. Однак адміністратор школи, подивившись на зовнішність Кари, засумнівався, що вона має право на таку програму. Набори від компаній AncestryDNA, 23andMe та MyHeritage дарували одне одному на Різдво люди, які все інше вже мали.</p>
<p>Наприклад, ви можете перевірити, чи сторінка входу приведе вас до правильного модуля після входу. Або ви можете перевірити, чи видалені елементи потрапляють у кошик після видалення. Отже, розберемось, за&nbsp;яких обставин ми&nbsp;застосовуємо той чи&nbsp;інший вид тестування <a href="https://wizardsdev.com/vacancy/qa-automation-engineer-javakotlin/">qa automation engineer</a> та&nbsp;яку роль ці&nbsp;типи тестування відіграють у&nbsp;Software Development Life Cycle. Це&nbsp;моя перша стаття на&nbsp;DOU, тож буду вдячна вашій підтримці та&nbsp;коментарям. Мене звати Тетяна, на &nbsp;позиції QA&nbsp;Manual вже майже 2&nbsp;роки і&nbsp;зараз працюю у&nbsp;компанії JustCoded.</p>
<p>Існує багато різних типів кнопок із різним призначенням, тому важливо, щоб вони виконували свою роботу, щоб створити функціональну програму. Як наслідок, багато інструментів у тестуванні інтерфейсу користувача потрібно налаштувати, щоб врахувати всі ці складні доповнення. Важливо тестувати програми, щоб переконатися, що вони працюють належним чином, щоб у разі виникнення збоїв, помилок чи інших проблем їх можна було вирішити до випуску. Під нею розуміють ситуації, коли недавня зміна коду в одній частині програми зробила неробочим деякі або всі інші частини програми, що розробляється. Як вказівку про наявність таких проблем служить відсутність працездатності в одній або декількох частинах програми.</p>
<p>І якщо примітивні несправності виявляються в більшості мов ще на стадії компіляції, то більш складні необхідно шукати вже при запуску програм. Він, у свою чергу, ділиться на цілу низку гілок, які різняться своїм змістом і особливостями помилок. Методика нефункціонального тестування, для вимірювання таких параметрів системи як чутливість та стабільність, за різних навантажень.</p>
<p>La entrada <a href="https://cafe.uy/shho-take-regresijne-testuvannja-viznachennja/">Що таке регресійне тестування? Визначення, інструменти, метод та приклад Тестування Автоматизації</a> se publicó primero en <a href="https://cafe.uy">Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</a>.</p>
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