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	<title>Bootcamp de programación Archivy |</title>
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		<title>Pruebas de Caja Negra vs  Pruebas de Caja Blanca, Diferencias Clave</title>
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		<dc:creator><![CDATA[jerry.kavan@gmail.com]]></dc:creator>
		<pubDate>Mon, 23 Jan 2023 12:10:10 +0000</pubDate>
				<category><![CDATA[Bootcamp de programación]]></category>
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					<description><![CDATA[<p>Bugzilla es una gran herramienta para los equipos que aún intentan estandarizar su enfoque de la notificación de errores, y su uso es totalmente gratuito. A continuación, el equipo introduce una serie de cadenas que ponen a prueba el formulario, con algunas diseñadas para fallar y otras para tener éxito, antes de evaluar los resultados [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/pruebas-de-caja-negra-vs-pruebas-de-caja-blanca/">Pruebas de Caja Negra vs  Pruebas de Caja Blanca, Diferencias Clave</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Bugzilla es una gran herramienta para los equipos que aún intentan estandarizar su enfoque de la notificación de errores, y su uso es totalmente gratuito. A continuación, el equipo introduce una  serie de cadenas que ponen a prueba el formulario, con algunas diseñadas para fallar y otras para tener éxito, antes de evaluar los resultados frente a los previstos. Realizará este paso una y otra vez para diferentes áreas del sistema con el fin de maximizar la cobertura de las pruebas, pero es importante dividir las diferentes áreas en pruebas individuales. La cobertura de sentencias es una métrica que mide el número de sentencias ejecutadas dividido por el número total de sentencias y multiplicado por 100. Un ejemplo de prueba de bucle es el seguimiento a través del bucle con un conjunto específico de puntos de datos que incitan al bucle a continuar, como la negativa a aceptar algunos términos y condiciones, antes de introducir una cifra que rompa específicamente el bucle. Las pruebas de caja gris ofrecen muchas de las ventajas de las pruebas de caja negra y de caja blanca, al tiempo que resultan relativamente flexibles y eficaces en términos de tiempo.</p>
<ul>
<li>Estas pruebas exhaustivas de funcionalidad garantizan que todo el mundo experimente lo mejor que la aplicación puede ofrecer, en lugar de encontrarse con fallos que pasan desapercibidos cuando se utilizan pruebas de caja blanca.</li>
<li>Como las pruebas de caja negra evalúan menos variables en el software, requieren comparativamente menos casos de prueba que las pruebas de caja blanca.</li>
<li>Para esto, necesitamos conocer bien el programa, es decir, debemos conocer la especificación y el código a probar.</li>
<li>Las pruebas de seguridad ayudan a evitar que se produzcan riesgos para los datos de los usuarios y la información del servidor.</li>
</ul>
<p>Se trata de una forma de prueba que puede llevar mucho tiempo y esfuerzo al usuario, lo que la convierte en una de las técnicas más abiertas a una posible hiperautomatización. La prueba de caja gris es una forma de prueba en la que un usuario tiene cierta comprensión <a href="http://www.askmap.net/location/6870799/us/oliver25f4r">http://www.askmap.net/location/6870799/us/oliver25f4r</a> del código sin tener acceso completo. Esto implica disponer del código fuente de la función que se está probando o tener acceso a parte de la documentación de diseño, para que el usuario entienda cuál es la intención general del paquete de software.</p>
<h2>Desvelando‌ el ‌misterio:​ ¿Qué‌ es el​ Black​ Box Testing?</h2>
<p>Como no preparan previsiones de salida, no se dan cuenta de los problemas de salida, por lo que envían un producto que no funciona correctamente. Un comprobador manual recorre el proceso en busca de posibles fallos en el código y oportunidades de acceder a partes de la aplicación. Información descriptiva que recibe de un probador de caja gris a partir de su experiencia con el software. No cuantificable, lo que dificulta el análisis, pero proporciona un mejor nivel de conocimiento de la experiencia del usuario y hace que los clientes se sientan más cómodos con el software. Concéntrese también en la coherencia, asegurándose de que el caso de prueba es fácil de replicar para obtener resultados más precisos de su prueba de caja gris. Asegúrese de que este caso de prueba de caja gris examina correctamente la parte del software que está analizando.</p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/B9yxc9P-vg8' frameborder='0' alt='pruebas de caja negra y caja blanca' allowfullscreen></iframe></div>
<p>A diferencia de las pruebas de caja negra, donde el tester no tiene conocimiento interno del código, en las pruebas de caja blanca se examinan las estructuras, la lógica y las rutas del código. Las pruebas de caja gris requieren acceso al código fuente, y los servidores distribuidos utilizan código de otras ubicaciones. Esto causa problemas para las pruebas de caja gris, ya que <a href="https://telegra.ph/curso-de-analisis-de-datos-03-29">https://telegra.ph/curso-de-analisis-de-datos-03-29</a> significa que hay problemas que los probadores pueden no ser capaces de ver. Las métricas son una parte importante del funcionamiento de las pruebas de software, ya que proporcionan información numérica al evaluador para indicar posibles problemas. Las empresas utilizan las pruebas de caja negra principalmente una vez finalizadas todas las pruebas funcionales de una aplicación.</p>
<h2>Lista de comprobación de pruebas de caja gris, consejos y trucos</h2>
<p>Cada uno de estos procedimientos de prueba se centra en una variedad de enfoques que ayudan a los diseñadores a crear y fomentar una programación libre de errores y fácil de ejecutar. Puedes hacer un seguimiento de los cambios de la aplicación de los que es responsable el equipo de pruebas, además de echar un vistazo a los errores antiguos para ver si se reproducen <a href="https://nowewyrazy.uw.edu.pl/profil/oliver25f4rr">https://nowewyrazy.uw.edu.pl/profil/oliver25f4rr</a> en ediciones futuras. La edición Enterprise de ZAPTEST es una de las herramientas de automatización más importantes del mercado y puede llegar a multiplicar por 10 la rentabilidad de su  producto. Esta herramienta, que destaca principalmente en la automatización de aplicaciones iOS, es un programa ideal para mejorar la calidad de las aplicaciones móviles.</p>
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" width="303px" alt="pruebas de caja negra y caja blanca"/></p>
<p>The post <a href="https://atelier3m.cz/pruebas-de-caja-negra-vs-pruebas-de-caja-blanca/">Pruebas de Caja Negra vs  Pruebas de Caja Blanca, Diferencias Clave</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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