{"id":2123,"date":"2021-11-24T10:19:52","date_gmt":"2021-11-24T10:19:52","guid":{"rendered":"https:\/\/thegurudave.com\/?p=2123"},"modified":"2023-11-29T19:56:32","modified_gmt":"2023-11-29T19:56:32","slug":"que-es-la-ciencia-de-datos-para-que-es-importancia","status":"publish","type":"post","link":"https:\/\/thegurudave.com\/index.php\/2021\/11\/24\/que-es-la-ciencia-de-datos-para-que-es-importancia\/","title":{"rendered":"Qu\u00e9 es la ciencia de datos, para qu\u00e9 es, importancia y ejemplos Legaltech"},"content":{"rendered":"<p>Descubra por qu\u00e9 SAS es la  plataforma anal\u00edtica m\u00e1s confiable del mundo y por qu\u00e9 los analistas, clientes y expertos del sector aman SAS. Primera plataforma de la industria basada en la nube para la anal\u00edtica y los datos, que integra todos los tipos de datos y habilita la toma de decisiones accionada por IA. El conocimiento espec\u00edfico es muy importante para extraer la informaci\u00f3n que permita aplicarlo de  manera \u00fatil.<\/p>\n<ul>\n<li>Para comprender por qu\u00e9 ha ocurrido algo, debe realizarse una investigaci\u00f3n exhaustiva.<\/li>\n<li>Dado que la ciencia de datos suele utilizar grandes conjuntos de datos, es extremadamente importante contar con herramientas que se puedan escalar con el tama\u00f1o de los datos, sobre todo para proyectos con estrechos m\u00e1rgenes de tiempo.<\/li>\n<li>Seg\u00fan el estudio 2020 Wolters Kluwer Future Ready Lawyer, el 72 % de los abogados considera que hacer frente al aumento del volumen y de la complejidad de la informaci\u00f3n ser\u00e1 una de las principales tendencias que afectar\u00e1n sus organizaciones durante los pr\u00f3ximos tres a\u00f1os.<\/li>\n<li>En pocas palabras, un analista da sentido a los datos existentes, mientras que un cient\u00edfico crea nuevos m\u00e9todos y herramientas para procesarlos y que los usen los analistas.<\/li>\n<li>De hecho, se espera que la plataforma del mercado crezca a una tasa anual compuesta de m\u00e1s del 39% en los pr\u00f3ximos a\u00f1os y se proyecta que alcance los 385 mil millones de d\u00f3lares para el 2025.<\/li>\n<li>Aunque su sistema no es tan complejo como otros especializados en ciencia de datos, este software cuenta con un m\u00f3dulo de business intelligence para analizar datos sobre la productividad y la rentabilidad tanto de socios, abogados y clientes.<\/li>\n<\/ul>\n<p>Los cient\u00edficos de datos tienen que trabajar con varias partes interesadas y con administradores empresariales para definir el problema que se debe resolver. Esto puede suponer un reto, particularmente en empresas grandes que cuentan con m\u00faltiples equipos de trabajo con necesidades diferentes. Para las empresas, en especial las grandes, es un gran reto responder en tiempo real a las condiciones cambiantes. Esto puede causar importantes p\u00e9rdidas o interrupciones en la actividad empresarial. La ciencia de datos puede ayudar a las empresas a predecir los cambios y reaccionar de forma \u00f3ptima ante las distintas circunstancias.<\/p>\n<h2>\u00bfQu\u00e9 es la ciencia de datos?<\/h2>\n<p>Los profesores modificaron sus clases para dar cabida a este requisito \u2013 y se desarrollaron algunos programas, como el Instituto de Anal\u00edtica Avanzada de la Universidad Estatal de Carolina del Norte, se prepararon para producir en serie la siguiente generaci\u00f3n de cient\u00edficos de datos. Los cient\u00edficos de datos son una nueva estirpe de expertos en datos anal\u00edticos que poseen habilidades t\u00e9cnicas para resolver problemas complejos \u2013 y la curiosidad de explorar qu\u00e9 problemas necesitan resolverse. Los cient\u00edficos de datos deben contar con informaci\u00f3n sobre las experiencias de los colaboradores de las cuales obtendr\u00e1n conclusiones acerca de lo que se puede mejorar en el trabajo, o en d\u00f3nde hay que implementar nuevas estrategias.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"que es la ciencia de datos\"\/><\/p>\n<p>A continuaci\u00f3n, exploran los datos para identificar patrones interesantes que se puedan estudiar o utilizar. Entre los casos de uso m\u00e1s habituales, se incluye la optimizaci\u00f3n de procesos mediante automatizaci\u00f3n inteligente, focalizaci\u00f3n mejorada y personalizaci\u00f3n para mejorar la experiencia del cliente (CX). La ciencia de datos es una especializaci\u00f3n IT con una cantidad infinita de posibilidades. TripleTen te ofrece un curso de cient\u00edfico de datos que te integres a una industria que est\u00e1 en constante crecimiento.<\/p>\n<h2>Ciencia de datos y tipos de datos<\/h2>\n<p>La ciencia de datos se considera una disciplina, mientras que los cient\u00edficos de datos son los profesionales de dicho campo. Los cient\u00edficos de datos no son necesariamente los responsables directos de todos los procesos comprendidos en el ciclo de vida de la ciencia de datos. Por ejemplo, de los conductos de datos se suelen encargar los ingenieros de datos, pero los cient\u00edficos de datos pueden emitir recomendaciones sobre qu\u00e9 tipos de datos son \u00fatiles o necesarios.<\/p>\n<p>Aunque los cient\u00edficos de datos pueden crear modelos de machine learning, escalar ese tipo de iniciativas a un mayor nivel requiere m\u00e1s habilidades de ingenier\u00eda de software para optimizar un programa para que se ejecute m\u00e1s r\u00e1pidamente. En consecuencia, es habitual que los cient\u00edficos de datos colaboren con ingenieros de machine learning para escalar los modelos de machine learning. Dado que la ciencia de datos con frecuencia aprovecha grandes conjuntos de datos, las herramientas <a href=\"https:\/\/www.digitaltoo.com\/2023\/11\/23\/un-curso-de-ciencia-de-datos-online-que-disparara-tu-carrera-profesional\/\">https:\/\/www.digitaltoo.com\/2023\/11\/23\/un-curso-de-ciencia-de-datos-online-que-disparara-tu-carrera-profesional\/<\/a> que pueden escalar con el tama\u00f1o de los datos son incre\u00edblemente importantes, sobre todo para proyectos con estrechos m\u00e1rgenes de tiempo. Las soluciones de almacenamiento en la nube, como los data lakes, brindan acceso a la infraestructura de almacenamiento, que es capaz de ingerir y procesar grandes vol\u00famenes de datos con facilidad. Estos sistemas de almacenamiento brindan flexibilidad a los usuarios finales, lo que les permite activar grandes cl\u00fasteres seg\u00fan sea necesario.<\/p>\n<h2>Futuro de la ciencia de datos<\/h2>\n<p>A medida que la ciencia de datos se vuelve a\u00fan m\u00e1s frecuente en las organizaciones, se espera que los cient\u00edficos de datos ciudadanos asuman un papel m\u00e1s importante en el proceso de an\u00e1lisis. En su informe del Cuadrante M\u00e1gico de 2020 sobre ciencia de datos y plataformas de aprendizaje autom\u00e1tico, Gartner dijo que la necesidad de brindar soporte <a href=\"https:\/\/www.clasificacionde.org\/conviertete-en-un-tester-de-software-con-un-curso-online\/\">curso de tester de software<\/a> a un amplio conjunto de usuarios de ciencia de datos es &#8220;cada vez m\u00e1s la norma&#8221;. Un resultado probable es un mayor uso del aprendizaje autom\u00e1tico automatizado, incluso por parte de cient\u00edficos de datos capacitados que buscan optimizar y acelerar su trabajo. La ciencia de datos se basa en gran medida en algoritmos de aprendizaje autom\u00e1tico.<\/p>\n<div style='border: grey dotted 1px;padding: 15px;'>\n<h3>Ciclo de conferencias Patricia Rom\u00e1n: &#8220;Procesos de difusi\u00f3n en la &#8230; &#8211; Universidad de Granada<\/h3>\n<p>Ciclo de conferencias Patricia Rom\u00e1n: &#8220;Procesos de difusi\u00f3n en la &#8230;.<\/p>\n<p>Posted: Thu, 23 Nov 2023 08:11:20 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiZGh0dHBzOi8vY2FuYWwudWdyLmVzL2V2ZW50by9jaWNsby1kZS1jb25mZXJlbmNpYXMtZXN0YWRpc3RpY2EteS1jaWVuY2lhLWRlLWRhdG9zLXBhdHJpY2lhLXJvbWFuLXRiYS_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Descubra por qu\u00e9 SAS es la plataforma anal\u00edtica m\u00e1s confiable del mundo y por qu\u00e9 los analistas, clientes y expertos del sector aman SAS. Primera plataforma de la industria basada en la nube para la anal\u00edtica y los datos, que integra todos los tipos&#8230; <\/p>\n<div><a href=\"https:\/\/thegurudave.com\/index.php\/2021\/11\/24\/que-es-la-ciencia-de-datos-para-que-es-importancia\/\" class=\"btn\"><span class=\"animated-button\"><span>READ MORE<\/span><\/span><\/a><\/div>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[60],"tags":[],"class_list":["post-2123","post","type-post","status-publish","format-standard","hentry","category-bootcamp-de-programacion"],"acf":[],"_links":{"self":[{"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/posts\/2123"}],"collection":[{"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/comments?post=2123"}],"version-history":[{"count":1,"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/posts\/2123\/revisions"}],"predecessor-version":[{"id":2124,"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/posts\/2123\/revisions\/2124"}],"wp:attachment":[{"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/media?parent=2123"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/categories?post=2123"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/thegurudave.com\/index.php\/wp-json\/wp\/v2\/tags?post=2123"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}