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	<title>Bootcamp de programación &#8211; Rheumatoid Arthritis Support</title>
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	<title>Bootcamp de programación &#8211; Rheumatoid Arthritis Support</title>
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		<title>Analista y Científico de Datos: sus principales funciones y diferencias</title>
		<link>https://www.rheumatoidsupport.com/analista-y-cientifico-de-datos-sus-principales/</link>
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		<pubDate>Thu, 15 Jun 2023 08:38:38 +0000</pubDate>
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					<description><![CDATA[Con el aprendizaje continuo y la práctica, estarás en el camino para convertirte en científico de datos. Los analistas de datos y los científicos de datos representan dos de los trabajos mejor pagados y con mayor demanda en 2021. La inteligencia empresarial (BI) es un término general para la tecnología que permite la preparación, la [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Con el aprendizaje continuo y la práctica, estarás en el camino para convertirte en científico de datos. Los analistas de datos y los científicos de datos representan dos de los trabajos mejor pagados y con mayor demanda en 2021. La inteligencia empresarial (BI) es un término general para la tecnología que permite la preparación, la minería, la gestión y la visualización de datos. Las herramientas y procesos de inteligencia empresarial permiten a los usuarios finales identificar información procesable a partir de datos en bruto, lo que facilita la toma de decisiones basadas en datos en organizaciones de distintos sectores.</p>
<p>Investigadores de la Universidad de Pensilvania (Estados Unidos) han creado un cromosoma humano artificial que es capaz de acomodarse en células humanas, sumarse a los ya existentes y pasar de generación en generación. A medida que vaya aumentando nuestra tolerancia a la fibra, podemos subir de manera gradual la ingesta de productos integrales, y beber mucha agua, hasta que estos alimentos sean parte importante de nuestra alimentación y nuestro cuerpo se adapte. Es posible que, si no estamos acostumbrados, nuestro cuerpo tarde algún tiempo <a href="https://losimpuestos.com.mx/en-que-se-beneficia-la-ciencia-de-datos-de-la-inteligencia-artificial-un-curso-que-te-ayuda-a-usarlos/">curso de ciencia de datos</a> en adaptarse a una dieta rica en fibra, sobre todo si es muy distinta a la forma en la que comíamos antes. En concreto, la fibra soluble está presente sobre todo en alimentos como la avena, los guisantes, las zanahorias, los cítricos y las manzanas, entre otros.  La fibra insoluble la podemos encontrar en alimentos como las judías verdes, frutos secos, la coliflor o los cereales integrales. Tanto la soluble como la insoluble suelen encontrarse en los mismos alimentos, especialmente en la pulpa, la piel y las pepitas de la fruta.</p>
<h2>¿Cómo usa la data un científico de datos? Ejemplos reales</h2>
<p>Sin embargo, muchas compañías esperan que los científicos de datos tengan una variedad de habilidades similares. Según Hobbs, la responsabilidad del científico de datos es usar los datos para dar sentido a amplios conjuntos de información, hacer recomendaciones y construir modelos para identificar y predecir los resultados y el comportamiento de los negocios. «Alguien viene a mí con un problema», explicó, «y puedo traducirlo en algo que se puede resolver con matemáticas y construir un modelo a su alrededor». Crear una  cultura de datos sólida es como tener un mapa confiable para el éxito en el mundo orientado a los datos de hoy.</p>
<ul>
<li>Solo así podremos garantizar que las ciudades del futuro no solo sean más eficientes y tecnológicamente avanzadas, sino también más humanas y acogedoras para todos sus habitantes.</li>
<li>La data science, por así decir, proporciona esos recursos a la inteligencia artificial.</li>
<li>Se trata de procesos complejos, y por ello necesitan crear visualizaciones de datos simples que un no estadístico pueda entender para poder tomar decisiones.</li>
<li>Pero si eres paciente y aprendes un paso a la vez, poco a poco te sentirás más cómodo y notarás como todo lo aprendido empieza a tener sentido.</li>
<li>Al contar con un científico de datos en el equipo, el profesional puede comenzar a liderar proyectos que generen cambios en los sectores de la empresa.</li>
</ul>
<p>Por otra parte, si se tiene un conocimiento previo en alguna de las disciplinas mencionadas, también es útil estudiar un posgrado de calidad que permita mantenerse actualizado con los contenidos. Asimismo, desarrollan tecnologías de IA para uso interno o por parte de los clientes, por ejemplo, sistemas de IA conversacionales, robots impulsados ​​por IA y otras tecnologías autónomas. Luego, desarrollé un modelo predictivo teniendo en cuenta las fechas de reserva, el check in, el check out y las cancelaciones. El segundo paso se basó en observar las correlaciones de las variables y su distribución; descubrimos que los jueves había más cancelaciones y que, los usuarios que habían cancelado dos veces, lo hacían una tercera vez. Conoce el concepto del objeto en programación y aprende a crear uno para tu programa. Descubre cómo la hija de lord Byron marcó un hito en la historia de la programación.</p>
<h2>Encuesta a los responsables de la toma de decisiones, ¿qué significa recibir opiniones?</h2>
<p>Con base en este comportamiento de otros usuarios, la plataforma recomendará la película D sabiendo que hay muchas posibilidades de que veas esta película y te guste. MANA Community se ha asociado con IBM Garage para crear una plataforma de IA para realizar minería de datos en grandes volúmenes <a href="https://www.elagora.com.mx/Que-es-la-ciencia-de-datos-y-como-se-relaciona-con-la-inteligencia-artificial.html">https://www.elagora.com.mx/Que-es-la-ciencia-de-datos-y-como-se-relaciona-con-la-inteligencia-artificial.html</a> de datos ambientales de diversos canales digitales y miles de fuentes. Por ejemplo, CaixaBank, ha apostado ya por el Big Data y ha potenciado su departamento comercial y de gestión. La compañía cree en la banca digital y va a ser uno de sus mayores proyectos durante los próximos años.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/aJaDmDt1aMo' frameborder='0' alt='que hace un cientifico de datos' allowfullscreen></iframe></div>
<p>Tanto los científicos de datos como los analistas de datos trabajan con datos, pero cada rol utiliza un conjunto ligeramente diferente de habilidades y herramientas. Muchas habilidades involucradas en la ciencia de datos se basan en aquellas que utilizan los analistas de datos. Para tomar decisiones más acertadas en una empresa, es necesario extraer información de los datos. Esto se logra estructurando, visualizando, analizando y haciendo predicciones acerca de posibles comportamientos del futuro del negocio.</p>
<h2>¿Qué habilidades necesita un Analista de Datos?</h2>
<p>Más allá de crear nuestro propio código genético está el reto de poder manipularlo sin producir pesadillas. “Otra aplicación sería usar estos cromosomas para producir moléculas de interés farmacéutico, por ejemplo anticuerpos, con mayor eficiencia que la actual”, detalla. Los primeros contienen el grano entero, con el salvado y el germen, y son una excelente fuente de fibra. Un error habitual que solemos cometer es elegir cereales blancos en lugar de integrales, pero nos aportan la mitad de fibra o menos.</p>
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" width="301px" alt="que hace un cientifico de datos"/></p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Pruebas de caja blanca</title>
		<link>https://www.rheumatoidsupport.com/pruebas-de-caja-blanca/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 05 Jul 2022 16:31:03 +0000</pubDate>
				<category><![CDATA[Bootcamp de programación]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=1108</guid>

					<description><![CDATA[Con las técnicas y herramientas adecuadas, las curso de tester de software pueden contribuir significativamente al éxito general de un proyecto de software. En programación, se denomina cajas blancas a un tipo de pruebas de software que se realiza sobre las funciones internas de un módulo. Así como las pruebas de caja negra ejercitan los [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Con las técnicas y herramientas adecuadas, las <a href="https://cntamaulipas.mx/2024/03/07/como-un-bootcamp-de-tester-de-software-te-abre-las-puertas-del-sector-tecnologico/">curso de tester de software</a> pueden contribuir significativamente al éxito general de un proyecto de software. En programación, se denomina cajas blancas a un tipo de pruebas de software que se realiza sobre las funciones internas de un módulo. Así como las pruebas de caja negra ejercitan los requisitos funcionales desde el exterior del módulo, las  de caja blanca están dirigidas a las funciones internas.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="pruebas de caja blanca"/></p>
<p>La tecnología de automatización facilita cada día la automatización de aspectos de las pruebas de software. El avance de la industria hacia la hiperautomatización se debe en parte a la eficiencia y el ahorro de costes que la automatización ofrece a los equipos de desarrollo, que siempre se sienten muy apretados. En realidad, las pruebas manuales sólo son adecuadas para probar aplicaciones pequeñas o componentes individuales de aplicaciones más grandes. Para aplicaciones de mayor tamaño, como una base de datos alojada en la nube con  miles de entradas por minuto, es muy preferible realizar pruebas automatizadas como método de simulación de cargas estándar. Debido a la cantidad de mano de obra y recursos que conllevan las pruebas manuales de caja blanca, a menudo resultan más costosas para los equipos de desarrollo que las pruebas automatizadas, que suelen requerir menos desarrolladores y menos tiempo. Dado que las <a href="https://cntamaulipas.mx/2024/03/07/como-un-bootcamp-de-tester-de-software-te-abre-las-puertas-del-sector-tecnologico/">https://cntamaulipas.mx/2024/03/07/como-un-bootcamp-de-tester-de-software-te-abre-las-puertas-del-sector-tecnologico/</a> son un tipo de prueba que requiere mucho tiempo, la automatización es cada vez más popular entre los equipos de software.</p>
<h2>Pruebas de caja blanca. Técnica del camino básico</h2>
<p>Las bifurcaciones equivalen a las sentencias “SI” de la lógica, en las que el código se bifurca en opciones verdaderas y falsas que influyen en el resultado de la operación. Una plataforma de recursos humanos, por ejemplo, realizará pruebas de penetración y buscará vulnerabilidades en el código para asegurarse de que la plataforma es lo suficientemente segura como para albergar datos de los empleados. Cuando una base de datos extrae información de una fuente en línea, por ejemplo, las pruebas de integración garantizan que los datos que extrae son precisos y se actualizan a un ritmo razonablemente coherente. En cambio, las pruebas de caja negra son las más fáciles de realizar y pueden llevarlas a cabo probadores sin conocimiento del código subyacente. Las pruebas de caja blanca se consideran el tipo de prueba de software que más tiempo consume, mientras que las pruebas de caja gris toman prestadas algunas de las eficiencias de las pruebas de caja negra para reducir el tiempo que se tarda en realizar las pruebas. Las pruebas de caja negra consisten en comprobar los resultados externos de la compilación del software, mientras que las pruebas de caja blanca consisten en comprobar lo que ocurre bajo el capó.</p>
<div style='text-align:center'><iframe width='561' height='317' src='https://www.youtube.com/embed/eMddXYNDpRs' frameborder='0' alt='pruebas de caja blanca' allowfullscreen></iframe></div>
<p>Las pruebas de caja blanca desempeñaron un papel crucial para garantizar la funcionalidad y confiabilidad de un sitio web de comercio electrónico. Los evaluadores examinaron el código responsable de procesar los pedidos y pagos de los clientes. Durante el proceso de prueba, descubrieron un error en el código que provocaba cálculos incorrectos de los gastos de envío de determinados productos. Este problema habría provocado que el sitio web cobrara de más a los clientes por las tarifas de envío.</p>
<h2>Técnicas y estrategias para realizar pruebas de caja blanca</h2>
<p>Las pruebas unitarias son un tipo de pruebas de caja blanca que realizan los desarrolladores para verificar que las unidades individuales funcionan como se espera. Este tipo de pruebas tempranas permite a los desarrolladores identificar errores y defectos antes de que tengan lugar las pruebas formales en un entorno de control de calidad. Con este tipo de pruebas, se pretende verificar la estructura interna de cada componente de la aplicación, independientemente de la funcionalidad establecida para el mismo. Las pruebas de caja blanca ofrecen una perspectiva única del funcionamiento interno del software, lo que permite a los evaluadores descubrir defectos que de otro modo pasarían desapercibidos. Al aplicar los consejos mencionados anteriormente y aprender de estudios de casos del mundo real, los evaluadores pueden aprovechar todo el potencial de las pruebas de caja blanca en las pruebas de aceptación.</p>
<ul>
<li>Las pruebas de caja blanca pueden definirse por características particulares que las diferencian de otras formas de pruebas como las de caja negra y caja gris.</li>
<li>Las pruebas de caja blanca pueden ayudar a los desarrolladores a identificar errores de diseño en el código.</li>
<li>Las pruebas de integración son una fase importante de las pruebas de software durante la cual los probadores comprueban si los distintos módulos funcionan correctamente cuando se integran con otros.</li>
<li>Las pruebas unitarias son una fase importante de las pruebas de software, en la que los desarrolladores prueban componentes y módulos individuales y comprueban que funcionan como se espera antes de integrar las distintas unidades.</li>
<li>Siguiendo estas mejores prácticas, los evaluadores pueden mejorar la calidad general y la confiabilidad del software que se prueba.</li>
</ul>
]]></content:encoded>
					
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		<title>Programación lógica: características y ejemplos</title>
		<link>https://www.rheumatoidsupport.com/programacion-logica-caracteristicas-y-ejemplos/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 23 Jun 2022 08:57:51 +0000</pubDate>
				<category><![CDATA[Bootcamp de programación]]></category>
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					<description><![CDATA[Los lenguajes de programación están formados por un conjunto de símbolos (llamado alfabeto), reglas gramaticales (léxico/morfológicas y sintácticas) y semánticas, que en conjunto definen las estructuras válidas del lenguaje y su significado. Existe el error común de tratar como sinónimos los términos &#8216;lenguaje de programación&#8217; y &#8216;lenguaje informático&#8217;. Si quieres crear páginas web o personalizar [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Los lenguajes de programación están formados por un conjunto de símbolos (llamado alfabeto), reglas gramaticales (léxico/morfológicas y sintácticas) y semánticas, que en conjunto definen las estructuras válidas del lenguaje y su significado. Existe el error común de tratar como sinónimos los términos &#8216;lenguaje de programación&#8217; y &#8216;lenguaje informático&#8217;. Si quieres crear páginas web o personalizar tus aplicaciones web, lo mejor es comenzar por los aspectos básicos. Estos constituyen la base de la mayoría de páginas web y son, por lo tanto, el punto de partida para muchos principiantes. Con la ayuda de HTML es posible diseñar elementos web y fijar las bases de una página.</p>
<ul>
<li>Seguramente ya has escuchado hablar sobre variables y constantes cuando se trata de programación, ¿no es verdad?</li>
<li>Esto último se realizará mediante mecanismos internos de inferencia de información a partir de la descripción realizada.</li>
<li>Entre los cinco lograron terminar la primera versión de Prolog en el año 1972.</li>
<li>Los ejercicios semanales se resuelven en pocas líneas de código por lo que el conocimiento mínimo para abordarlos será menor que en las aplicaciones mensuales, ya que estas últimas cubren funcionalidades reales completas.</li>
<li>Para mejorar la lógica de programación, es importante practicar la resolución de problemas.</li>
</ul>
<p>Por otro lado, la semántica de las fórmulas lógicas de primer orden indica cómo determinar el valor verdadero de cualquier fórmula. Considera si los objetos son verdaderos o falsos desde una perspectiva parcial del mundo, llamada dominio. La programación lógica se basa en una generalización de la lógica de primer orden. Los lenguajes de programación se pueden clasificar  según sus características, principios y estilos, en «paradigmas» más amplios. Como todo sistema de computación, la programación, de cualquier tipo, tiene sus claras ventajas y desventajas.</p>
<h2>Algoritmos</h2>
<p>Esto implica que para este tipo de programación se desarrolla un conjunto de instrucciones o sentencias en una secuencia. Además, se lleva a cabo el orden coherente de las instrucciones para poder lograr la meta de manera más eficiente y veloz y así desarrollar logica de programacion. La programación lógica se entiende como el mecanismo donde el usuario debe hacerse cargo de programar el ordenador para que sea capaz de tomar decisiones propias basándose en los postulados y parámetros de la lógica matemática. Este último sea posiblemente el mejor libro de programación lógica en español, ya que también contiene las bases de lógica matemática. El lenguaje de programación lógica por excelencia es Prolog, que cuenta con diversas variantes. La más importante es la programación lógica con restricciones (véase artículo sobre programación con restricciones), que posibilita la resolución de ecuaciones lineales además de la demostración de hipótesis.</p>
<p>Es importante que tomes nota de aquellas ideas importantes ya en esta primera fase de aproximación al tema. Tener algunos apuntes resulta muy útil para solucionar preguntas sistemáticamente en el futuro, además de ser un instrumento para trabajar con mayor eficacia. En resumen, la <a href="https://coyotitos.com/un-curso-de-desarrollo-web-para-aprender-a-programar-desde-cero/">https://coyotitos.com/un-curso-de-desarrollo-web-para-aprender-a-programar-desde-cero/</a> es la base sobre la cual se construye todo el proceso  de desarrollo de software. Desde la planificación inicial hasta la implementación y las pruebas finales, la lógica de programación nos guía en cada paso del camino, asegurando que nuestros programas sean efectivos, eficientes y confiables.</p>
<h2>Elementos básicos para la lógica de programación</h2>
<p>Cada lenguaje de programación es diferente, distinta estructura, distinta semántica, pero la lógica es la misma para todos ellos. Permiten que los programadores piensen en los procesos que deben ocurrir para alcanzar un objetivo y los pasos necesarios para completar esas tareas de manera lógica y secuencial. Los diagramas de flujo son diagramas que representan visualmente los pasos necesarios para completar una tarea, mientras que el pseudocódigo es un lenguaje de programación simplificado que utiliza una sintaxis cercana al lenguaje humano. En la lógica de programación es donde aplicamos todos los conceptos de algoritmos, la definición paso a paso y trasladamos toda la lógica del algoritmo desarrollado a un lenguaje de programación.</p>
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" width="305px" alt="lógica de programación"/></p>
<p>Se trata de una organización sin fines de lucro, que se dedica a difundir las ciencias de la computación en instituciones educativas. Por lo tanto, esta plataforma ofrece un plan de estudios diseñado para facilitar el aprendizaje de este tipo de habilidades en escuelas primarias y secundarias. <a href="https://coyotitos.com/un-curso-de-desarrollo-web-para-aprender-a-programar-desde-cero/">Un curso de desarrollo web para aprender a programar desde cero</a> En 1960 se creó COBOL, uno de los lenguajes usados aún en la actualidad, en informática de gestión. Sin embargo, no desestimes la oferta de universidades o institutos especializados, donde la mayoría de cursos están abiertos a participantes externos a cambio de una tarifa de pago.</p>
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