{"id":13282,"date":"2023-05-19T01:17:37","date_gmt":"2023-05-18T17:17:37","guid":{"rendered":"https:\/\/bokaido.com.tw\/?p=13282"},"modified":"2024-05-07T00:50:04","modified_gmt":"2024-05-06T16:50:04","slug":"como-realizar-la-normalizacion-de-bases-de-datos-y","status":"publish","type":"post","link":"https:\/\/bokaido.com.tw\/?p=13282","title":{"rendered":"C\u00f3mo realizar la normalizaci\u00f3n de bases de datos y por qu\u00e9"},"content":{"rendered":"<p>Es importante analizar cuidadosamente el impacto de las t\u00e9cnicas de desnormalizaci\u00f3n en la integridad de los datos y sopesar los beneficios frente a los riesgos potenciales. Recuerde que la desnormalizaci\u00f3n debe usarse con prudencia, ya que puede introducir complejidad adicional, aumentar los requisitos de almacenamiento y afectar la coherencia de los datos. La dependencia multivaluada (multivalued dependency) o multivalor tiene lugar siempre que dos atributos sin relaci\u00f3n <a href=\"https:\/\/unnuevoamanecer.mx\/entrar-en-el-mundo-de-los-datos-con-el-bootcamp-de-tripleten-para-ganar-un-salario-por-encima-del-promedio\/\">curso de an\u00e1lisis de datos<\/a> entre s\u00ed, dependan del mismo atributo. Es mucho m\u00e1s sencillo mantener las bases de datos que ya tienes y realizar nuevos a\u00f1adidos. Tambi\u00e9n es m\u00e1s r\u00e1pido conectar las fuentes de datos a cualquier sistema interno o externo, pues no ser\u00e1n necesarias revisiones para asegurar que los datos enviados son correctos. Esto significa que el nivel 1, o 1NF, es la forma m\u00e1s b\u00e1sica y simple de normalizar bases de datos, hasta alcanzar la m\u00e1s sofisticada de todas, o 5NF.<\/p>\n<h2>1 Primera Forma Normal<\/h2>\n<div style='text-align:center'><iframe width='563' height='319' src='https:\/\/www.youtube.com\/embed\/TKPowx9fb-A' frameborder='0' alt='que es la normalizaci\u00f3n en base de datos' allowfullscreen><\/iframe><\/div>\n<p>El inconveniente de este dise\u00f1o es que cada vez que se registre un nuevo art\u00edculo para un cliente, tambi\u00e9n ser\u00e1 necesario incluir el c\u00f3digo postal, de modo que habr\u00e1 datos redundantes. Para ello, se ha de fragmentar la tabla de tal manera que no presente ninguna dependencia o,  al menos, solo dependencias multivaluadas triviales. Crearemos , entonces, dos tablas separadas, lo cual es posible porque el n\u00famero de art\u00edculo y el c\u00f3digo postal no est\u00e1n relacionados. Ten en cuenta que no siempre es posible evitar por completo los valores duplicados en las bases de datos relacionales. Volviendo a nuestra base de datos, se puede observar que la conexi\u00f3n de tablas con claves ajenas puede estar ligado a redundancias. Una tabla crucial en nuestra base de datos es la Posici\u00f3n del \u00edtem, puesto que revela qu\u00e9 art\u00edculos se incluyen en cada factura y cu\u00e1ntas unidades se han pedido.<\/p>\n<h2>Valores tendencia<\/h2>\n<p>En DEYDE contamos con una amplia gama de posibilidades para que no te tengas que preocupar por la gesti\u00f3n de los servicios Contamos con experiencia y conocimiento en calidad de datos para aportar a tu empresa la mejor soluci\u00f3n posible. Estamos a tu disposici\u00f3n si buscas una herramienta de garant\u00edas para ir un paso por delante. Hayvarias herramientas de deduplicaci\u00f3n que te permiten eliminar esos datosredundantes que no son necesarios. Descubre casos reales y beneficios que revolucionan la toma de decisiones empresariales.<\/p>\n<h2>Tercera forma normal<\/h2>\n<ul>\n<li>Descubre c\u00f3mo puedes facilitar el desarrollo de una aplicaci\u00f3n usando frameworks.<\/li>\n<li>A grandes rasgos, se trata de organizar los datos en una base de datos de manera sistem\u00e1tica y eficiente.<\/li>\n<li>Las bases de datos es uno de los conceptos m\u00e1s importantes en el mundo de la programaci\u00f3n, y hay todo un mundo por descubrir, en esta ocasi\u00f3n hablaremos de la normalizaci\u00f3n de bases de datos.<\/li>\n<li>Te estar\u00e1s preguntando si todo este esfuerzo vale la pena para normalizar una base de datos.<\/li>\n<\/ul>\n<p>Entonces, para definir la normalizaci\u00f3n de una base de datos diremos que es una t\u00e9cnica aplicada durante el Dise\u00f1o L\u00f3gico con el objeto de optimizar la estructura de los datos de un sistema de informaci\u00f3n en el modelo relacional. La  normalizaci\u00f3n <a href=\"https:\/\/despertarperu.com\/ganar-un-salario-por-encima-del-promedio-entrar-en-el-mundo-de-los-datos-con-el-bootcamp-de-tripleten\/\">https:\/\/despertarperu.com\/ganar-un-salario-por-encima-del-promedio-entrar-en-el-mundo-de-los-datos-con-el-bootcamp-de-tripleten\/<\/a> clasifica los datos, hace que una base de datos sea f\u00e1cil de gestionar y aumenta su eficiencia. Adem\u00e1s, reduce la redundancia de datos y elimina anomal\u00edas, lo que permite evitar errores, garantizar la consistencia e integridad de datos.<\/p>\n<p>Estas plataformas manejan diversos aspectos de la gesti\u00f3n de bases de datos para sus usuarios, al mismo tiempo que abstraen y simplifican el dise\u00f1o de la base de datos. En este caso, creamos una nueva tabla para relacionar el nombre de la f\u00e1brica con su c\u00f3digo, y tambi\u00e9n eliminamos las relaciones de dependencia entre atributos no clave de la tabla original. Las dependencias transitivas podr\u00edan evitarse si se escindiera la primera tabla en las tablas Unidades y Proveedor, de forma que no se encontrara <a href=\"https:\/\/ciudademprendedores.com\/mexico\/ganar-un-salario-por-encima-del-promedio-entrar-en-el-mundo-de-los-datos-con-el-bootcamp-de-tripleten\/\">https:\/\/ciudademprendedores.com\/mexico\/ganar-un-salario-por-encima-del-promedio-entrar-en-el-mundo-de-los-datos-con-el-bootcamp-de-tripleten\/<\/a> ninguna clave candidata que se superpusiera a otra. Dada la dependencia entre n\u00famero de proveedor y proveedor, no se ajusta a la FNBC. El atributo n\u00famero de proveedor tiene dependencia transitiva de la clave candidata compuesta por proveedor y n\u00famero de art\u00edculo y el atributo proveedor de la clave candidata compuesta por n\u00famero de proveedor y n\u00famero de art\u00edculo. El almacenamiento y mapeo de datos es m\u00e1s l\u00f3gico y, por tanto, redobla su utilidad para los departamentos que empleen las tablas.<\/p>\n<h2>Evita anomal\u00edas en los datos<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"que es la normalizaci\u00f3n en base de datos\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Es importante analizar cuidadosamente el impacto de las t\u00e9cnicas de desnormalizaci\u00f3n en la integridad de los datos y sopesar los beneficios frente a los riesgos potenciales. Recuerde que la desnormalizaci\u00f3n debe usarse con prudencia, ya que puede introducir complejidad adicional, aumentar los requisitos de almacenamiento y afectar la coherencia de los datos. La dependencia multivaluada [&hellip;]<\/p>\n","protected":false},"author":123457,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[862],"tags":[],"class_list":["post-13282","post","type-post","status-publish","format-standard","hentry","category-bootcamp-de-programacion"],"_links":{"self":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/posts\/13282","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/users\/123457"}],"replies":[{"embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=13282"}],"version-history":[{"count":0,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/posts\/13282\/revisions"}],"wp:attachment":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13282"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=13282"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=13282"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}