{"id":2538,"date":"2023-05-22T16:00:47","date_gmt":"2023-05-22T11:00:47","guid":{"rendered":"https:\/\/solutionspk.com.pk\/estore\/?p=2538"},"modified":"2023-11-27T22:18:37","modified_gmt":"2023-11-27T17:18:37","slug":"que-es-ciencia-de-datos","status":"publish","type":"post","link":"https:\/\/solutionspk.com.pk\/estore\/que-es-ciencia-de-datos\/","title":{"rendered":"\u00bfQu\u00e9 es Ciencia de datos?"},"content":{"rendered":"<p>Pero estos datos no son de valor si no podemos convertirla en informaci\u00f3n y en \u00faltima instancia, en conocimiento. La ciencia de datos es una disciplina que abarca un conjunto de principios, definici\u00f3n de problemas, algoritmos, y procesos para extraer patrones no obvios, que sean \u00fatiles, de un conjunto de datos. Asimismo, incluye como reto la captura, limpieza, transformaci\u00f3n y organizaci\u00f3n de los datos para poder usarlos en los procesos de an\u00e1lisis. La ciencia de datos es intr\u00ednsecamente desafiante debido a la naturaleza avanzada de la anal\u00edtica que involucra.<\/p>\n<p>La ciencia de datos se considera una disciplina, mientras que los cient\u00edficos de  datos son los practicantes dentro de ese campo. Los cient\u00edficos de datos no son necesariamente responsables directos de todos los procesos involucrados en el ciclo de vida de la ciencia de datos. Por ejemplo, las segmentaciones de datos suelen ser manejadas por ingenieros de datos, pero el cient\u00edfico de datos puede hacer recomendaciones sobre qu\u00e9 tipo de datos son \u00fatiles o necesarios. Si bien los cient\u00edficos de datos pueden crear modelos de machine learning, escalar estos esfuerzos a un nivel mayor requiere m\u00e1s habilidades de ingenier\u00eda de software para  optimizar un programa para que se ejecute m\u00e1s r\u00e1pidamente. Como resultado, es com\u00fan que un cient\u00edfico de datos se asocie con ingenieros de machine learning para escalar modelos de machine learning.<\/p>\n<h2>\u00bfQu\u00e9 hace un cient\u00edfico de datos?<\/h2>\n<p>La ciencia de datos ha evolucionado su capacidad anal\u00edtica, volvi\u00e9ndose de dominio m\u00e1s accesible y est\u00e1ndar. La exploraci\u00f3n de datos es un an\u00e1lisis preliminar de estos que se utiliza para planificar otras estrategias para su modelado. Los cient\u00edficos de datos obtienen una comprensi\u00f3n inicial de los datos mediante estad\u00edsticas descriptivas y herramientas de visualizaci\u00f3n de los mismos.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"304px\" alt=\"que es ciencia de datos\" \/><\/p>\n<p>A nivel comparativo, los cient\u00edficos de datos utilizan lenguajes de programaci\u00f3n comunes, como R y Python, para efectuar m\u00e1s inferencia estad\u00edstica y visualizaci\u00f3n de datos. La ciencia de datos extrae conocimientos e ideas de datos organizados y no estructurados utilizando m\u00e9todos, procedimientos, algoritmos y sistemas cient\u00edficos. Utiliza m\u00e9todos estad\u00edsticos y computacionales para evaluar e interpretar conjuntos <a href=\"https:\/\/www.elcontribuyente.mx\/2023\/11\/aprende-todo-lo-que-necesitas-sobre-desarrollo-web-con-este-curso-online\/\">https:\/\/www.elcontribuyente.mx\/2023\/11\/aprende-todo-lo-que-necesitas-sobre-desarrollo-web-con-este-curso-online\/<\/a> de datos complicados y tomar decisiones fundamentadas. La ciencia de datos consiste en extraer informaci\u00f3n \u00fatil de los datos para la toma de decisiones comerciales, la planificaci\u00f3n estrat\u00e9gica y otros usos. Implica la aplicaci\u00f3n de sofisticadas herramientas anal\u00edticas y conceptos cient\u00edficos. En la \u00e9poca contempor\u00e1nea, pr\u00e1cticamente no hay actividad o fen\u00f3meno del que no se puedan recabar datos.<\/p>\n<h2>Los beneficios de una plataforma de data science<\/h2>\n<p>Para facilitar el uso compartido de c\u00f3digo y otra informaci\u00f3n, los cient\u00edficos de datos pueden utilizar cuadernos de Jupyter y GitHub. Habilite a las organizaciones a hacer de todo, desde conectar dispositivos y crear aplicaciones IoT, hasta resolver problemas espec\u00edficos de la empresa, para transformar sus empresas e industrias. 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. La mayor\u00eda de los cient\u00edficos de datos encuestados procesa datos recopilados a medida, siendo los tipos de datos m\u00e1s frecuentes los datos transaccionales, los datos de series temporales, las im\u00e1genes y los datos generados por m\u00e1quinas. Curiosamente, el 30&nbsp;% trabaja con datos sint\u00e9ticos, es decir, datos fabricados artificialmente en lugar de generados por acontecimientos del mundo real. Cerca de la mitad de los equipos y departamentos cuentan con un ingeniero de datos o de aprendizaje autom\u00e1tico dedicado.<\/p>\n<ul>\n<li>Los cient\u00edficos de datos utilizan m\u00e9todos de muchas disciplinas, incluida la estad\u00edstica.<\/li>\n<li>Si deseas estudiar ciencia de datos en Madrid, puedes estudiar en la Universidad Complutense de Madrid o en la Universidad Polit\u00e9cnica de Madrid.<\/li>\n<li>La ciencia de datos se considera una disciplina, mientras que los cient\u00edficos de datos son los practicantes dentro de ese campo.<\/li>\n<li>Una figura que debe combinar las habilidades de programador de software y estad\u00edstico, capaz de analizar y encontrar datos interesantes en bases de datos extensas.<\/li>\n<\/ul>\n<p>Esta ciencia permite identificar las necesidades de los clientes, identificar patrones de comportamiento o predecir la evoluci\u00f3n de determinados valores. Por otra parte, permite tomar decisiones basadas en informaci\u00f3n estad\u00edstica, adem\u00e1s de <a href=\"https:\/\/www.elcontribuyente.mx\/2023\/11\/aprende-todo-lo-que-necesitas-sobre-desarrollo-web-con-este-curso-online\/\">curso de desarrollo web<\/a> ayudar a medir de forma precisa si una organizaci\u00f3n est\u00e1 cumpliendo sus objetivos. Los grandes negocios, as\u00ed como las instituciones, se valen de la ciencia de datos para estudiar grandes vol\u00famenes de datos y extraer conocimiento de ellos.<\/p>\n<h2>\u00bfQu\u00e9 hay en la caja de herramientas de un cient\u00edfico de datos?<\/h2>\n<p>Esta tendencia del sector implica que el modelado predictivo se est\u00e1 convirtiendo en el aspecto central del trabajo con datos. Varias implementaciones de los Jupyter Notebooks son muy populares en la ciencia de datos, con casos de uso comunes que incluyen el an\u00e1lisis exploratorio de datos, la experimentaci\u00f3n con datos y la consulta de datos, as\u00ed como la creaci\u00f3n de prototipos de modelos. Aproximadamente el 40 % de los profesionales de la ciencia de datos utiliza Jupyter Notebooks para presentar los resultados de su trabajo, pero, curiosamente, muchos (casi el 50 %) dedican solo entre el 10 % y el 20 % de su tiempo a utilizar Jupyter Notebooks. Podemos mencionar como ejemplos de ciencia de datos algunas aplicaciones que se han creado para analizar la informaci\u00f3n recogida de diversas situaciones. Por ejemplo, Lex Machina usa la ciencia de datos para analizar a los abogados de la parte contraria en un juicio a fin de dise\u00f1ar las mejores estrategias.<\/p>\n<div style='border: black dotted 1px;padding: 13px'>\n<h3>Las Acciones Marie Sklodowska-Curie, instrumento fundamental en &#8230; &#8211; ciencia.gob.es<\/h3>\n<p>Las Acciones Marie Sklodowska-Curie, instrumento fundamental en &#8230;.<\/p>\n<p>Posted: Wed, 15 Nov 2023 13:37:30 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiqgFodHRwczovL3d3dy5jaWVuY2lhLmdvYi5lcy9Ob3RpY2lhcy8yMDIzL25vdmllbWJyZS9MYXMtQWNjaW9uZXMtTWFyaWUtU2tsb2Rvd3NrYS1DdXJpZS1pbnN0cnVtZW50by1mdW5kYW1lbnRhbC1lbi1lbC1hbWJpdG8tZGUtbGEtY2llbmNpYS1wYXJhLWxhcy1wb2xpdGljYXMtcHVibGljYXMuaHRtbNIBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Pero estos datos no son de valor si no podemos convertirla en informaci\u00f3n y en \u00faltima instancia, en conocimiento. La&hellip;<\/p>\n","protected":false},"author":9,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[195],"tags":[],"class_list":["post-2538","post","type-post","status-publish","format-standard","hentry","category-bootcamp-de-programacion"],"_links":{"self":[{"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/posts\/2538","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/users\/9"}],"replies":[{"embeddable":true,"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/comments?post=2538"}],"version-history":[{"count":1,"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/posts\/2538\/revisions"}],"predecessor-version":[{"id":2539,"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/posts\/2538\/revisions\/2539"}],"wp:attachment":[{"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/media?parent=2538"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/categories?post=2538"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/solutionspk.com.pk\/estore\/wp-json\/wp\/v2\/tags?post=2538"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}