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Veloz, Veloz y Zamora.
Aplicaciones digitales como apoyo en la producción, agilidad y administración dentro de la empresa
De acuerdo con (Gavilanes, 2018) dice que es una directriz nueva en el ambiente
de los negocios que se llevan a cabo en el internet, que está en una tendencia
creciente ya que mayor parte de las empresas, tienen claro que estas redes son un
mecanismo eficiente para comercializar productos y servicios. Según (Mithas,
2012)por su parte, tras una evaluación de más de cuatrocientas empresas sugieren
que las tecnologías tienen un impacto positivo en las ventas y la rentabilidad.
Según (Morantes & Miraidy, 2007) las aplicaciones digitales , son fundamentales
para los negocios de la era de la Información, debido a que incrementan la eficiencia
empresarial mediante el perfeccionamiento de los mecanismos de comunicación en
la organización y la facilidad que genera para la distribución de información en la
misma, siempre teniendo en cuenta el complejo mundo empresarial, caracterizado
por una serie de cambios de diversa índole, que han generado transformaciones en
la concepción de los negocios, es entonces donde las T.I.C.s permiten que las
compañías puedan adaptarse o adecuarse para enfrentar con éxito los desafíos que
impone el entorno.
En la actualidad, muchas empresas han empezado una transformación tecnológica
con el fin de poder hacer mucho mejor su trabajo, conocer mejor a sus clientes, e
incluso, anticiparse a las necesidades de los mismos y responderlas por medio de un
análisis de datos que, al ser examinados detalladamente, revelan puntos clave que
le permiten a los gerentes tomar decisiones acertadas en la compañía, además se
puede contar con medios digitales como el correo electrónico, redes sociales
empresariales, video llamadas boletines de noticias.
Las TICs son esenciales para mejorar la productividad de las empresas, la calidad,
el control y facilitar la comunicación, entre otros beneficios, aunque su aplicación
debe llevarse a cabo de forma inteligente. (Cano Pita, 2017)
Metodología
La metodología utilizada en el presente trabajo es de carácter documental,
realizándose una revisión bibliográfica y un análisis de la información, de tipo
descriptivo utilizando publicaciones científicas, búsqueda de información, es decir la
elección de una serie de datos documentales válidos, útiles, relevantes y una
variedad e importancia de las aplicaciones digitales en las empresas para la
productividad, agilidad y la debida administración.
Según investigaciones (Morales, 2003) la documentación tiene la particularidad de
utilizar como una fuente primaria de insumos, mas no la única y exclusiva, el
documento escrito en sus diferentes formas: documentos impresos, electrónicos y
audiovisuales.
Los estudios descriptivos “buscan especificar las propiedades, las características y
los aspectos importantes del fenómeno que se somete a análisis. (Gómez M. , 2006)
La investigación documental es un proceso científico, sistemático que permite la
recolección, el análisis, una adecuada organización, y la interpretación de
información de un tema determinado, este permite la construcción de conocimientos.
De esta manera la literatura que se detalla anteriormente, sirve de apoyo para
fundamentar este trabajo, en donde dicha información se explica que los estudios
descriptivos, se encaminan en recabar datos que muestren cómo se exterioriza un
hecho, contexto, evento, situación.
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