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Impacto de la inteligencia artificial en la educación básica superior

 

Impact of artificial intelligence on higher basic education<= /p>

 


1

Nancy Marisol Cedeño Zambrano<= o:p>

 

https:= //orcid.org/0009-0007-9826-204X

 

 

Universidad Bolivariana del Ecuador (UBE), Durán, Ecuador

Maestrante de la carrera de Pedagogía en Entornos Digitales.

nmcede= noz@ube.edu.ec=

2

Virginia Dolores Cedeño Zambra= no

 

https:= //orcid.org/0009-0005-6592-409X

 

 

Universidad Bolivariana del Ecuador (UBE), Durán, Ecuador

Maestrante de la carrera de Pedagogía en Entornos Digitales.

vdcede= noz@ube.edu.ec=

3

Efraín Velastegui López

 

https:= //orcid.org/0000-0002-7353-5853

 

 

Universidad Bolivariana del Ecuador (UBE), Durán, Ecuador.

evelasteguil@ube.edu.ec=

4

Tatiana Tapia Batidas

 

https:= //orcid.org/0000-0001-9039-5517

 

 

Universidad Bolivariana del Ecuador (UBE), Durán, Ecuador.

ttapia@ube.edu.ec

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&= nbsp;

 <= /u>

 

Artículo de Investigación Científica y Tecnológica<= /b>

Enviado: 12/04/2025

Revisado: 10/05/2025

Aceptado: 03/06/2025

Publicado:27/06/2025

DOI: https://doi.org/10.3= 3262/ap.v7i2.625              =

 

 

 

Cítese:

 

 

Cedeño Zambrano, N. M., Cedeño Zambrano , V. D., Velastegui López, E., & Tapia Batidas, T. (2025). Impacto de la inteligencia artificial en la educación básica superior. AlfaPublicaciones, 7(2), 229–252. https://d= oi.org/10.33262/ap.v7i2.625

 

 

 

ALFA PUBLICACIONES, es una revis= ta multidisciplinar, trimestral, que se publicará en soporte electrón= ico tiene como misión contribuir a la   formación de profesionales competentes con visión humanística y crítica que sean capac= es de exponer sus resultados investigativos y científicos en la misma medida= que se promueva mediante su intervención cambios positivos en la sociedad.&nb= sp;https://alfapublicaci= ones.com 

3Deditorial1.png<= span lang=3DES-EC style=3D'font-size:8.0pt;line-height:115%;font-family:"Times= New Roman",serif; mso-fareast-font-family:Aptos;mso-bidi-theme-font:minor-bidi'>La revista = es editada por la Editorial Ciencia Digital (Editorial de prestigio registra= da en la Cámara Ecuatoriana de Libro con No de Afiliación 663) www.celibro.org.ec

 

 

 

Esta revista está protegida bajo una licencia Creative Commons Attribution Non= Commercial No Derivatives 4.0 International. Copia = de la licencia: http://creativecommons.org/licenses/by-nc-sa/4.0/

 

Palabras claves: Inteligencia artificial; Innovación educativa; Desarrollo digital.

<= o:p> 

<= o:p> 

 

Resumen

Introducción: la sociedad del conocimiento requiere transformaciones urgentes en los siste= mas educativos globales. Estos cambios deben estar alineados con las nuevas tecnologías y los servicios intangibles. Nos encontramos en la era de la = Inteligencia Artificial (IA), que influye considerablemente en áreas como el transporte, la atención médica, los servicios financieros, las plataforma= s de entretenimiento, la robótica y la fabricación, entre otras. Objetivo:<= /b> Analizar el impacto de la inteligencia artificial en los procesos de enseñanza y aprendizaje en la educación básica superior, identificando sus beneficios, desafíos y posibles aplicaciones en el aula. Metodología: el propó= sito de esta investigación proyectiva con diseño bibliográfico es proponer una metodología para el uso de la IA en el ámbito educativo. Resultados: <= /b>los resultados de la propuesta se dividen en varias categorías: procesos de supervisión, procesos de admisión y retención universitaria, detección temprana de problemas de conducta. Conclusiones: como conclusión principal, se determinó que la IA es una tecnología con un valor incalcul= able en el mercado, no solo en términos monetarios, sino también por su capaci= dad para optimizar procesos no comerciales, como en el sector educativo. La I= A representa y continuará siendo un factor decisivo en la transformación de los paradi= gmas educativos tradicionales. Área de estudio general: Educación. Á= rea de estudio específica: Tecnología educativa. Tipo de artículo:= Original.

 

 

Keywords:= Artificial intelligence, educational innovation, Digital development.

 =

Abstract

Introduction= : The knowledge society requires urgent transformations in global education systems. These changes must be aligned with modern technologies and intangible services. We are in the era of Artificial Intelligence (AI), which has a significant impact on areas such as transportation, healthcare, financial services, entertainment platforms, robotics, manufacturing, and more. Objective: To analyze the impac= t of artificial intelligence on teaching and learning processes in higher education, identifying its benefits, challenges, and applications in the classroom. Methodology: the purpose of this projective research wi= th bibliographic design is to propose a methodology for the use of AI in the educational field. Results: The results of the proposal are divided into several categories: supervision processes, university admission and retention processes, early detection of behavioral problems. Conclusio= ns: As a main conclusion, it was determined that AI is a technology with incalculable value in the market, not only in monetary terms, but also for its ability to optimize non-commercial processes, such as in the education sector. AI represents and will continue to be a decisive factor in the transformation of traditional educational paradigms. General area of study: Education. Specific area of study: Educational technolo= gy. Item type: Original.

 

 

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1.      Introducción

= El avance tecnológico es tan evidente, es muy importante estudiar el impacto d= e la Inteligencia Artificial (IA) en la educación. Es imperativo integrar= la inteligencia artificial en todos los aspectos de la vida humana, incluida la educación. El propósito de este trabajo de investigación es demostrar la importancia de explorar cómo la inteligencia artificial puede transformar el proceso de enseñanza y aprendizaje, identificar desafíos clave, explorar oportunidades potenciales y abordar consideraciones éticas fundamentales. <= o:p>

= Debido a que los sistemas de inteligencia artificial pueden analizar grandes cantidades de datos sobre el desempeño y las preferencias de los estudiante= s, pueden adaptar materiales y estrategias de aprendizaje para su personalizac= ión (Gallent= et al.= , 2023<= /span>). Esto no sólo mejora la comprensión y = los logros académicos de los estudiantes, sino que también promueve un aprendiz= aje más independiente y eficaz.

= La investigación en esta área proporciona una base sólida para el desarrollo profesional de los educadores y la reforma curricular, y puede integrar eficazmente la inteligencia artificial en el entorno educativo. Finalmente,= la investigación sobre el impacto de la inteligencia artificial en la educación puede ayudar a informar las políticas públicas y las decisiones estratégica= s en el sector educativo; al comprender mejor el impacto y el potencial de la inteligencia artificial, los formuladores de políticas pueden desarrollar políticas que promuevan la innovación educativa y garanticen la igualdad de acceso a la educación. Este artículo de investigación sostiene que existe u= na necesidad urgente de explorar cómo la inteligencia artificial puede redefin= ir la educación, identificar desafíos clave y oportunidades prometedoras, y abordar consideraciones éticas fundamentales que darán forma al futuro de la educación en un mundo cada vez más digital.

= También se plantean preocupaciones sobre la privacidad de los estudiantes y la seguridad de sus datos. Los docentes han advertido que los = chatbots pueden generar respuest= as precisas en exámenes y evaluaciones sin una fuente verificable, lo que dificulta la detección del plagio (Ojeda et al., 2023). Otro desafío es la posible reducción de empleos en el sector educat= ivo a medida que la tecnología avanza. La automatización de tareas administrati= vas podría disminuir la demanda de docentes y personal de apoyo.

= Finalmente, garantizar que la educación impulsada por la inteligencia artificial sea accesible para todos los estudiantes representa un reto importante. Con el crecimiento de la educación en línea y la disponibilidad de recursos digita= les, es esencial asegurar que todos los alumnos, sin importar su nivel socioeconómico o ubicación geográfica, puedan beneficiarse equitativamente = de estas herramientas (Rouhiainen, 2018).

= La integración de la Inteligencia Artificial (IA) en la educación representa un cambio paradigmático que promete redefinir los métodos tradicionales de enseñanza y aprendizaje. Como señala Allan Collins pionero= en el campo de la inteligencia artificial y la educación, "la inteligencia artificial tiene el potencial de personalizar la educación a una escala masiva" (Collins= & Ghahramani, 2021= ) . Este potencial de personalización se debe a la capacidad de los sist= emas de IA para adaptarse dinámicamente a las necesidades individuales de los estudiantes, proporcionando experiencias de aprendizaje más efectivas y significativas.

= La influencia de la IA en la educación no se limita únicamente a la personalización del aprendizaje. Como sostiene McMurtr= ie (2018)= la inteligencia artificial puede trans= formar la evaluación educativa al ofrecer análisis de datos a nivel individual y grupal, facilitando así la retroalimentación inmediata y personalizada. Esta capacidad de la IA para analizar grandes volúmenes de datos educativos y generar información procesable es fundamental para mejorar la eficiencia y = la efectividad de los procesos educativos.

= Sin embargo la integración de la IA en la educación también plantea desafíos significativos. Según Bengio<= /span> (2018)= sobre el informe de la <= span lang=3DES-EC style=3D'font-family:"Times New Roman",serif'>Organización de = las Naciones Unidas para la Educación, la Ciencia y la Cultura sobre ética en la inteligencia artificial, "es crucial abordar las preocupaciones éticas relacionadas con la privacidad de los datos estudiantiles y los posibles se= sgos algorítmicos que podrían perpetuar desigualdades existentes en la educación= ".

1.1. Fundamentos teóricos de= la inteligencia artificial

= La Inteligencia Artificial (IA) ha evolucionado considerablemente desde sus inicios com= o un campo de estudio interdisciplinario. Según Russel (2018) la IA se define como "el estudio = de agentes inteligentes: "cualquier dispositivo que perciba su entorno y = tome acciones que maximicen sus posibilidades de éxito en algún objetivo (p. 17)= .

= Uno de los desarrollos clave en el campo de la IA es el aprendizaje automático,= que permite a las máquinas aprender patrones a partir de datos y mejorar su rendimiento con la experiencia, sin intervención humana directa el aprendiz= aje automático es la ciencia de hacer que las computadoras actúen sin ser programadas explícitamente. Este enfoque ha facilitado avances significativ= os en áreas como el reconocimiento de voz, la visión por computadora y la personalización de servicios en línea (Arabit<= /span>-García= et al., 2021).<= /o:p>

= Además del aprendizaje automático, el Procesamiento del Lenguaje Natural (PLN) es otro campo fundamental dentro de la IA. Según Mind Group Company (2024) el PLN= se centra en "permitir que las máquinas comprendan y generen lenguaje hum= ano de manera natural" (p. 1). Esta capacidad es crucial para desarrollar aplicaciones educativas que puedan interactuar con los estudiantes en su id= ioma natural y facilitar la comunicación efectiva en entornos educativos digital= es.

= En el contexto educativo la IA ofrece diversas aplicaciones que pueden mejorar significativamente la enseñanza y el aprendizaje. Por ejemplo, sistemas de tutoría inteligente basados en IA pueden adaptar los materiales educativos según el ritmo de aprendizaje de cada estudiante, proporcionando retroalimentación instantánea y personalizada. Como destaca Rodríguez (2021): "los sistemas de tutoría intelige= nte han demostrado ser efectivos para mejorar el rendimiento académico al proporcionar apoyo individualizado y adaptativo" (p. 256).<= /span>

1.2. Desafíos de la integrac= ión de la inteligencia artificial en la educación

= Uno de los principales obstáculos para la integración de la IA en la educación = es la resistencia al cambio por parte de los educadores y las instituciones educativas. Como señala Criollo et al. (2024) “el cambio tecnológico = en la educación enfrenta la resistencia arraigada en las culturas educativas tradicionales". Esta resistencia puede surgir debido a la falta de familiaridad con las nuevas tecnologías, temores sobre la pérdida de contro= l en el proceso educativo o preocupaciones sobre la calidad del aprendizaje gene= rado por sistemas automáticos.

= La infraestructura tecnológica inadecuada y la falta de recursos financieros s= on desafíos prácticos que pueden obstaculizar la implementación efectiva de la= IA en las escuelas. Según Garzón et al. (2022) "la falta de acceso a tecnología actualizada y a internet de alta velocidad puede ampliar la brecha digital y limitar las oportunidades de aprendizaje equitativas" (p. 2). Garantizar que todas las escuelas ten= gan acceso a equipos adecuados y conexiones confiables es fundamental para aprovechar plenamente el potencial de la IA en el entorno educativo.

= La capacitación insuficiente del personal docente en el uso de herramientas basadas en IA es otro desafío crítico. Como mencionan Cenich et al. (= 2020) "los maestros necesitan desarrollar conocimientos específicos sobre cómo integrar la IA de manera efectiva en sus prácticas pedagógicas" (p. 49). La falta de desarrollo profesional adecuado puede limitar la capacidad de los educadores para utilizar herramientas avanzadas de IA y adaptar el contenido educativo según las necesidades individuales de los estudiantes.

= El uso de IA en la educación plantea importantes consideraciones éticas, especialmente en términos de privacidad y seguridad de los datos estudianti= les. Según Selwyn (2016) la recopilación y el uso de datos personales por sistemas educativos basado= s en IA deben cumplir con estándares rigurosos de protección de datos y transparencia" (p 3.). Es crucial establecer políticas claras y mecani= smos de protección de la privacidad para garantizar que la implementación de la = IA en la educación sea ética y respetuosa con los derechos individuales de los estudiantes (García = et al., 2023).

Finalmente la integración de la IA en la educación debe abordar cuidadosamente las preocupaciones sobre la equidad educativa. A med= ida que se adoptan nuevas tecnologías, es fundamental evitar que la IA amplifiq= ue las disparidades existentes entre las escuelas y los estudiantes. Como sugi= ere Loble (2018<= span style=3D'mso-bidi-font-weight:bold'>) "es esencial implementar estrategias que aseguren que todos los estudiantes, independientemente de su ubicación o recursos disponibles, ten= gan acceso equitativo a oportunidades educativas mejoradas por la IA" (p. = 34).

= Cada día utilizamos los beneficios de la Inteligencia Artificial (IA), ya= sea de forma consciente o no. Cada vez que realizamos una búsqueda en la web mediante motores de búsqueda (como jerárquicos, metabuscadores, verticales o especializados), estos ofrecen una amplia cantidad de resultados gracias a = que su programador unifica páginas (Norman, 2019).

1.3. Oportunidades que brind= a la inteligencia artificial en la educación

A pesar de los desafíos la IA ofrece numerosas oportunidades para mejorar la = calidad educativa. La capacidad de personalizar el aprendizaje según las necesidades individuales de los estudiantes es uno de los mayores beneficios que ofrece esta tecnología. Mediante el uso de sistemas adaptativos, la IA puede proporcionar retroalimentación instantánea y apoyo personalizado, facilitan= do así un aprendizaje más eficaz y motivador. Además, la IA permite la creació= n de entornos de aprendizaje inclusivos, mejorando el acceso a la educación para estudiantes con necesidades especiales y ampliando las oportunidades de aprendizaje a través de plataformas en línea y herramientas educativas inteligentes.

=  

=  

1.4. Consideraciones éticas = en el uso de la inteligencia artificial en educación

= El uso de IA en la educación plantea importantes dilemas éticos que deben abordarse de manera rigurosa y responsable. Entre las preocupaciones éticas destacan la protección de la privacidad de los datos estudiantiles, la transparencia en la toma de decisiones algorítmicas y la equidad en el acce= so y el uso de las tecnologías educativas basadas en IA. Es crucial establecer normativas y directrices éticas que aseguren un uso ético de la IA en el ám= bito educativo, garantizando así que los beneficios de esta tecnología se maximi= cen mientras se minimizan los riesgos potenciales para los estudiantes y los educadores (Moreno,= 2019).

1.5. Modelos teóricos y marc= os conceptuales relevantes

= Para comprender mejor el impacto de la IA en la educación, es fundamental explor= ar diversos modelos teóricos y marcos conceptuales que contextualicen su aplicación en contextos educativos específicos. Teorías del aprendizaje com= o el constructivismo y el aprendizaje colaborativo pueden ser fundamentales para diseñar estrategias pedagógicas que integren efectivamente la IA. Además, modelos de análisis predictivo y sistemas de tutoría inteligente ofrecen herramientas conceptuales para mejorar la eficiencia y la efectividad de los procesos de enseñanza-aprendizaje mediados por IA.

1.6. Estado actual de la investigación y tendencias futuras

= El estado actual de la investigación en el campo de la IA en educación revela = una creciente cantidad de estudios empíricos que exploran sus aplicaciones y efectos en diversos contextos educativos. Las tendencias futuras sugieren un mayor desarrollo de sistemas de IA avanzados que puedan interactuar de mane= ra más natural con los estudiantes y adaptarse dinámicamente a sus necesidades individuales (Rondon-Morel et al.= , 2024). Además se = anticipa un aumento en la integración de la IA en entornos de aprendizaje mixto, don= de la combinación de recursos educativos digitales y la presencia humana juega= n un papel crucial en la experiencia educativa.

1.7. Tipos de I.A. que más utilizan estudiantes

= La Inteligencia Artificial (IA) se ha convertido en una herramienta esencial para los estudiantes, facilitando su aprendizaje y optimizando diversas tareas académicas (García = et al., 2024), desde asistente= s de escritura hasta plataformas de aprendizaje adaptativo y traductores automáticos, la IA ayuda a mejorar la productividad, la comprensión de conceptos y la organización (Russell & Norvig, 2004). En este context= o los estudiantes aprovechan estas tecnologías para escribir, estudiar, resolver problemas matemáticos y gestionar su tiempo de manera más eficiente, como se muestra en la Tabla 1= .

Tabla = 1

IA más utilizadas por estudiantes y sus características

Nombre de= la IA

Propósito Principal

Caracterí= sticas Clave

Ventajas = para Estudiantes

Limitacio= nes

ChatGPT

Asistencia en redacción y resolución de dudas académicas

- Generación de textos y resúmenes
- Explicación de conceptos complejos
- Tutoría personalizada en múltiples materias

- Personalización en las respuestas
- Disponible en múltiples idiomas
- Ideal para tareas y proyectos

- Respuestas basadas en texto pueden carecer = de profundidad técnica en temas avanzados

Duolingo

Aprendizaje de idiomas

- Cursos interactivos
- Práctica de vocabulario y gramática
- Juegos educativos

- Motivación a través de gamificación
- Facilidad de uso
- Accesible desde dispositivos móviles

- Opciones avanzadas limitadas sin suscripció= n de pago

Khan Academy (IA = Tutor)

Apoyo en matemáticas y ciencias

- Tutor interactivo impulsado por IA
- Lecciones y ejercicios personalizados

- Gratuito y con respaldo educativo
- Cobertura de niveles básicos y avanzados

- Limitado a los temas incluidos en la plataf= orma

Photomath=

Resolución de problemas matemáticos

- Reconocimiento de escritura matemática
- Explicación paso a paso
- Gráficas

- Ideal para practicar matemáticas
- Respuestas detalladas

- Fomenta dependencia para resolver problemas básicos

Grammarly

Revisión de gramática y estilo en textos=

- Corrección ortográfica y gramatical
- Recomendaciones de estilo
- Detección de plagio

- Mejora la calidad de la escritura
- Ideal para ensayos y reportes

- Funcionalidades avanzadas requieren suscrip= ción

QuillBot<= /span>

Parafraseo y generación de contenido

- Reescritura de textos
- Resumen de información
- Sinónimos sugeridos

- Ayuda a evitar plagio
- Fácil de usar para tareas escritas

- No siempre mantiene el significado original= en textos complejos

 

IA más utilizadas por estudiantes y sus características (continuación)

Nombre de= la IA

Propósito Principal

Caracterí= sticas Clave

Ventajas = para Estudiantes

Limitacio= nes

&nbs= p;

WolframAl= pha

Respuestas exactas en matemáticas, ciencias y tecnología

-Cálculos complejos
- Gráficos
- Información específica sobre diversos temas

- Ideal para consultas técnicas
- Detallado y preciso

- Limitado para preguntas subjetivas o genera= les

Coggle

Creación de mapas mentales<= /p>

- Generación de diagramas
- Colaboración en tiempo real
- Organización visual

- Útil para organizar ideas y proyectos
- Fácil de compartir

-Opciones avanzadas restringidas en la versión gratuita

Notion AI

Organización y automatización del estudio

- Generación de textos
- Organización de tareas
- Sugerencias personalizadas

- Herramienta todo en uno para notas y gestió= n de proyectos

-Puede requerir tiempo para aprender a usarla eficientemente

Chegg

Resolución de problemas y preguntas académica= s

-Tutoría personalizada
- Biblioteca de soluciones
- Explicaciones detalladas

- Amplia base de datos de ejercicios
- Asistencia en tiempo real

-Acceso completo requiere suscripción

Estas herramientas de IA están transformando la manera en que los estudiantes abordan sus estudios. = Su uso estratégico puede potenciar el aprendizaje, pero es esencial fomentar el pensamiento crítico para evitar la dependencia excesiva.<= /p>

1.8. Tipos de I.A. que más utilizan docentes.

= La Inteligencia Artificial (IA) también está transformando la educación desde la perspectiva de los docentes, al ofrecer herramientas para personalizar el a= prendizaje, automatizar tareas administrativas y mejorar la enseñanza. Según manifiesta= García-Peña et al. (2020) los educadores utilizan= IA en sistemas de evaluación, creación de contenido, análisis de rendimiento estudiantil y en la gestión de aulas virtuales, lo que les permite optimiza= r su tiempo y brindar una educación más eficaz y adaptada a las necesidades de c= ada alumno, tal como se presenta en la Tabla 2.

Tabla = 2

IA más utilizadas por docentes y sus características

Nombre de= la IA

Propósito Principal

Caracterí= sticas Clave

Ventajas = para Docentes

Limitacio= nes

ChatGPT

Asistencia en la creación de contenido educat= ivo

- Generación de planes de clase
- Creación de ejercicios y preguntas
- Explicación de conceptos complejos

- Reducción de tiempo en planificación
- Ideas creativas para lecciones
- Respuestas personalizadas

- Posible falta de precisión en temas muy especializados

Edpuzzle<= /span>

Creación de lecciones interactivas con videos=

- Inserción de preguntas en videos
- Seguimiento del progreso de los estudiantes

- Fomenta el aprendizaje activo
- Evaluación integrada

- Requiere videos existentes como base

Kahoot

Creación de cuestionarios y juegos interactiv= os

- Actividades gamificada= s
- Estadísticas de rendimiento
- Multijugador

- Motiva a los estudiantes
- Ideal para repasos y evaluaciones rápidas

- Enfocado en actividades específicas

Classcraf= t

Gestión del aula mediante gamificación

- Asignación de puntos y misiones
- Seguimiento de comportamientos

- Mejora el compromiso estudiantil
- Personalización de reglas

- Implementación requiere tiempo inicial=

Turnitin<= /span>

Detección de plagio y análisis de escritura

- Verificación de originalidad
- Comentarios y sugerencias de mejora

- Promueve la integridad académica
- Feedback detallado

- Requiere suscripción institucional

Canva for Education

Creación de recursos visuales y educativos

- Plantillas listas para usar
- Colaboración en tiempo real

- Materiales atractivos y personalizados
- Fácil de usar

- Requiere tiempo para explorar todas las opciones disponibles

Grammarly

Revisión de gramática y estilo en textos=

- Corrección avanzada
- Sugerencias de tono y claridad

- Mejora la calidad de la comunicación escrit= a

- Funciones avanzadas son de pago<= /span>

Moodle (con IA)

Plataforma para gestión del aprendizaje<= /o:p>

- Análisis del rendimiento estudiantil
- Personalización de contenido

- Seguimiento detallado
- Optimización del aprendizaje

- Configuración y personalización pueden ser = complejas

 

IA más utilizadas por docentes y sus características (continuación)

Nombre de= la IA

Propósito Principal

Caracterí= sticas Clave

Ventajas = para Docentes

Limitacio= nes

Mentimete= r

Presentaciones interactivas en tiempo real

- Encuestas en vivo
- Recopilación de opiniones
- Nube de palabras

- Promueve la participación activa
- Fácil integración en clases

- Dependencia de conexión a internet

Quizlet

Creación de tarjetas de estudio y actividades=

- Juegos educativos
- Pruebas rápidas
- Colaboración

- Herramienta versátil para repaso
- Apta para múltiples materias

- Contenidos prediseñados pueden no ajustarse completamente al currículo

Google AI (Classroom & Workspace)

Gestión de tareas, análisis y colaboración

- Sugerencias automáticas para correos y documentos
- Integración con Classroom
=

- Ahorro de tiempo en tareas administrativas<= br> - Fácil uso colaborativo

- Dependencia de la infraestructura tecnológi= ca disponible

2.      Metodología

El diseño de la investigación es de tipo descripti= vo y explicativo, ya que se busca analizar el impacto y sus causas, este enfoque permite observar, registrar y analizar cómo la inteligencia artificial infl= uye en el proceso educativo sin intervenir directamente, además de identificar patrones y tendencias sobre el impacto positivo o negativo de la IA en el aprendizaje, motivación, rendimiento académico.

La investigación cualitativa es un enfoque de investigación que se centra en comprender fenómenos, experiencias, comportamientos y significados desde la perspectiva de las personas involucradas. Arbulú (2023) define la investigación cualitativa como un tipo de investigación con enfoque inductivista, interpretativista, construccionis= ta y naturalista del mundo, que consiste en recopilar y analizar datos usualment= e no numéricos, como texto, vídeo o audio, para comprender conceptos, opiniones, comportamientos, emociones, percepciones o experiencias en sus entornos nat= urales. Por tal motivo fue de gran importancia aplicar este enfoque, se efectúo la encuesta al rector, y a cinco docentes, la cual fue base fundamental para diseñar la encuesta a los estudiantes, la mayoría de los docentes y autorid= ades académicas expresan preocupación por el uso excesivo de la Inteligencia Artificial (IA) en las tareas escolares. Consideran que puede afectar el pensamiento crítico, la creatividad y la capacidad de análisis de los estudiantes, generando dependencia y limitando su aprendizaje real. Sin embargo, algunos reconocen su potencial como herramienta educativa si se usa con moderación y bajo supervisión, promoviendo un enfoque ético y reflexivo= en su integración en el aula.

La investigación cuantitativa busca comprobar hipótesis, generalizaciones, principios o teorías de forma objetiva, empírica, deductiva y reproducible en una realidad predeterminada= (Arbulú, 2023). La encuesta fue realizada a 50 estudiantes = de décimo año de la Unidad Educativa Juan Montalvo de la ciudad de Esmeraldas.= Se enfocó principalmente en la experiencia, mejoramiento de su rendimiento, accesibilidad y aspectos negativos.

La investigación bibliográfica según Codina = (2024) una estructura bien definida y una selección cuidadosa de fuentes, son pila= res fundamentales para el desarrollo del presente trabajo, ya se escoge de mane= ra muy cuidadosa y acertada los contenidos esenciales que permitan fundamentar mejor la investigación, basados en artículos científicos, libros y páginas = web certificadas. En esta investigación se abordaron diferentes bibliografías digitales de artículos, tesis y libros.

3.      Resultados

La entrevista se realizó con el propósito de obten= er información detallada y perspectivas sobre el tema, en este caso, el estado actual de la inteligencia artificial y su impacto en la educación. A través= de la entrevista, se pudo explorar diferentes puntos de vista, experiencias, conocimientos de expertos, docentes y estudiantes. La encuesta a los estudiantes se alineó al enfoque de estudio, los datos permiten analizar con mayor precisión los efectos que se presentan el uso de la Inteligencia artificial en los estudiantes.

La entrevista fue aplica 5 directivos y a la 10 profesores y 10 estudiantes en la cual se diseñaron las siguientes preguntas presentados en la Tabla 3.

Tabla = 3

Entrevista aplic= ada a docentes y autoridades

¿Conoce Ud. sobre los diferentes tipos de inteligencias artificial para la educación?

La incorporación de la I= nteligencia Artificial (IA) en la educación básica superior representa una oportunidad significativa para transformar los procesos de enseñanza-aprendizaje, permitiendo la personalización del contenido, la optimización de tareas administrativas y el acceso a recursos educativos = avanzados. Sin embargo, su implementación plantea diversos desafíos relacionados con= la preparación de docentes y estudiantes, la brecha digital y las implicacio= nes éticas vinculadas al manejo de datos y la autonomía educativa.

¿Cuá= l es su percepción general sobre el uso de la inteligencia artificial en el proceso de enseñanza-aprendizaje en la educación básica superior?

 

 

Entrevista aplic= ada a docentes y autoridades (continuación)

¿Qué beneficios ha identifi= cado o cree que podría aportar la inteligencia artificial en el trabajo docent= e y el rendimiento estudiantil?

Aunque la IA tiene el poten= cial de mejorar el rendimiento académico y facilitar la toma de decisiones pedagógicas basadas en datos, su adopción debe ir acompañada de políticas claras, formación especializada y estrategias que garanticen un uso responsable y equitativo. De este modo, se podrá maximizar su impacto positivo sin comprometer la calidad educativa ni la función crítica del docente en el proceso formativo.

¿Qué desafíos o riesgos considera que implica la integración de la IA en el aula?

¿Cree que los docentes y estudiantes están preparados para incorporar herramientas basadas en IA e= n la educación? ¿Por qué?

Se enfatiza que la inteligencia artificial ofrece un gran potencial para mejor= ar la educación básica superior al personalizar el aprendizaje y optimizar los procesos educativos. No obstante, su implementación requiere una planificac= ión cuidadosa que considere la capacitación docente, la equidad en el acceso y = las implicaciones éticas. Con un enfoque responsable y estrategias adecuadas, l= a IA puede convertirse en una herramienta valiosa para fortalecer la educación s= in reemplazar la labor esencial de los docentes.

Se llevó a cabo una encuesta compuesta por 12 preguntas con el propósito de analizar diversos aspectos relacionados con la inteligencia artificial, su impacto y percepción en el ámbito educativo. Es= te instrumento de recolección de datos fue diseñado bajo un enfoque estructura= do, permitiendo obtener información cuantitativa y cualitativa sobre el tema. P= ara garantizar la validez y fiabilidad de los resultados, la encuesta fue revis= ada y validada por expertos del departamento de TIC del área de informática. Ad= emás, antes de su aplicación, se obtuvo el consentimiento informado de los participantes, asegurando el respeto a los principios éticos de la investigación, como se muestra en la Tabla 4= .

Tabla = 4

Encuesta

¿Has utilizado alguna herramienta de inteligencia artificial en tu aprendizaje?

Si

95%

No

5%

 

 

¿Para qué actividades acadé= micas utilizas herramientas de IA?

Búsqueda de información

75%

redacción de resúmenes=

18%

Resolución de problemas

7%

 

 

Encuesta (contin= uación)

¿Qué tan útil consideras qu= e es la inteligencia artificial para mejorar tu aprendizaje?=

Muy útil<= /p>

35%

Algo útil=

22%

Poco útil

37%

Nada útil=

6%

¿Con qué frecuencia utilizas herramientas de IA en tu educación?

Mucho

12%

Algo

21%

Poco

59%

Nada

8%

¿Cr= ees que los docentes deberían incluir la inteligencia artificial en sus metodologías de enseñanza?

Sí, completamente

17%

Sí, en cierta medida

48%

No mucho<= /p>

30%

 

No, para nada

5%

¿Qué tan preparado/a te sie= ntes para usar herramientas de IA de manera ética y responsable en tu aprendiz= aje?

Muy preparado/a<= /span>

25%

Algo preparado/a 43%

Poco preparado/a=

22%

 

Nada preparado/a=

10%

¿Cómo calificas tu experien= cia al utilizar herramientas de inteligencia artificial (como plataformas de aprendizaje adaptativo, chatbots, o recursos educativos basados en IA) en tus estudios?

Muy Positiva

32%

 

Positiva<= /p>

18%

Neutral

45%

Negativa<= /p>

5%

En qué medida crees que el = uso de la inteligencia artificial ha mejorado tu rendimiento académico (por ejemplo, en la comprensión de los contenidos, resolución de dudas, ¿o ent= rega de tareas)?

Mucho

12%

Algo

21%

Poco

59%

Nada

8%

¿Te sientes cómodo/a interactuando con sistemas basados en inteligencia artificial (como tutor= es virtuales o recomendaciones personalizadas) en tus clases?

Muy cómodo/a

25%

Cómodo/a<= /p>

43%

Neutral

22%

 

Incómodo<= /p>

10%

 

Encuesta (contin= uación)

¿Crees que la inteligencia artificial contribuye a una experiencia de aprendizaje más personalizada y adaptada a tus necesidades?

Sí, completamente

17%

Sí, en cierta medida

48%

No mucho<= /p>

30%

 

No, para nada

5%

¿Qué aspectos negativos consideras que tiene el uso de la inteligencia artificial en la educación= ?

Falta de interacción humana=

16%

Dependencia tecnológica

44%

No tiene suficiente precisión en la informaci= ón proporcionada

32%

No me siento suficientemente preparado/a para usarla

8%

¿Crees que el uso de la inteligencia artificial puede reemplazar algunas habilidades tradicionale= s de aprendizaje, como la investigación y el análisis crítico?

Sí, completamente

17%

Sí, en cierta medida

48%

No mucho<= /p>

30%

 

No, para nada

5%

De la encuesta realizada a los estudiantes de U.E Juan Montalvo de la ciudad de Esmeraldas, se consideró que el uso de la I.A, el 59% de los encuestados optaron por recalcar que no es tan relevante ya que a veces el resultado no ha sido convincente y no les ha aportado en lo que realmente desean saber o conocer, a pesar de que el 44% de estos perciben que se han vuelto dependiente a la tecnología.

La inteligencia artificial está ganando terreno en= la educación, especialmente como herramienta de apoyo en la búsqueda de información. Sin embargo, persisten dudas sobre su efectividad y sobre la preparación de los estudiantes para usarla de manera ética y eficiente. A p= esar de su potencial para mejorar la personalización del aprendizaje, su integra= ción en el ámbito educativo aún enfrenta desafíos como la dependencia tecnológic= a y la precisión de la información. Para maximizar sus beneficios, es necesario= fortalecer la formación en su uso y establecer estrategias que equilibren la tecnología con el aprendizaje tradicional.

Las preguntas buscan analizar cómo la IA influye e= n el rendimiento académico y en la comprensión de contenidos. También exploran su utilidad en la resolución de dudas y entrega de tareas. Además, cuestionan = si la IA puede reemplazar habilidades tradicionales como la investigación y el análisis crítico. Esto permite evaluar sus beneficios y posibles riesgos en= la educación.

Con estas preguntas se busca conocer cómo los estudiantes perciben la influencia de la inteligencia artificial en su desempeño escolar, específicamente en la comprensión, resolución de dudas y entrega de tareas; así mismo se explora una preocupación clave sobre la IA = en la educación, si su uso puede desplazar habilidades esenciales como la investigación y el pensamiento crítico. Esto es importante para evaluar si = la tecnología está complementando o reemplazando procesos clave del aprendizaj= e.

= 3.1. Análisis e interpretación de la encuesta

Para comprender el impacto de la inteligencia artificial en la educación básica superior, se aplicó una encuesta dirigida= a estudiantes y docentes, con el fin de recopilar información sobre el nivel = de conocimiento, uso y percepción de las herramientas basadas en IA dentro del entorno educativo. El análisis de los resultados permite identificar patron= es, opiniones y experiencias que contribuyen a entender cómo esta tecnología es= tá siendo integrada en el aula, así como los retos y oportunidades que represe= nta. A continuación, se presentan los resultados obtenidos y su respectiva interpretación, con base en los objetivos de esta investigación.=

1.&n= bsp;     ¿En qué medida crees = que el uso de la inteligencia artificial ha mejorado tu rendimiento académico (= por ejemplo, en la comprensión de los contenidos, resolución de dudas, ¿o entre= ga de tareas)?, mostrándose en la Tabla 5= .

Tabla = 5

Uso de inteligen= cia artificial

Opciones<= /p>

Respuestas

Porcentaje

Muy positiva

16

32%

Pos= itiva

9

18%

Neu= tral

22

44%

Neg= ativa

3

5%

Tot= al

50

100%

De acuerdo con la encuesta a los estudiantes se percibe que el 44% de los participantes opinan que el uso de la tecnología en sus actividades académi= cas es neutral, ya que es tendencia buscar cualquier tema y las aplicaciones les arrojan la información requerida para poder estar al día en sus temas de cl= ases e investigaciones (Tabla 5).

= 2.      ¿Qué aspectos negativos consideras que tiene el uso de la inteligencia artificia= l en la educación?

Tabla = 6

Aspectos negativ= os por el uso IA

Opciones<= /p>

Respuestas

Porcentaje

Fal= ta de interacción humana

8

16%

Dependencia tecnológica

22

44%

No tiene suficiente precisión en la información proporcionada

16

32%

No = me siento suficientemente preparado/a para usarla

4

8%

Tot= al

50

100%

En relación con la pregunta se estima que los estudiantes indican que el uso d= e la inteligencia artificial ha sido en loarte positiva, en la actualidad los estudiantes, ya no optan por la investigación personal, puesto que se rigen= a los resultados que les arroja la IA, que ha utilizado para realizar su tare= a, sintiendo comodidad a pesar de no comprender en su totalidad los contenidos= (Tabla 6).

3.&n= bsp;     ¿Crees que el uso de la inteligencia artificial puede reemplazar algunas habilidades tradicionales = de aprendizaje, como la investigación y el análisis crítico?=

Tabla = 7

Uso de la IA, pa= ra reemplazar habilidades

Opciones<= /p>

Respuestas

Porcentaje

Sí, completamente

8

16%

Sí, en cierta medida

25

50%

No mucho

12

24%

No, para nada

5

10%

Total

50

100%

La Tabla 7 muestra los resultados obtenido= s a partir de una pregunta relacionada con el nivel de percepción o acuerdo de = los encuestados respecto al uso de la inteligencia artificial en la educación básica superior. Del total de respuestas, el 50% de los participantes (25 personas) indicó que sí, en cierta medida consideran que la IA está teniend= o un impacto o uso relevante. Un 16% (8 personas) respondió que sí, completament= e, lo que representa un grupo que ve claramente los beneficios o la integración plena de esta tecnología. Por otro lado, un 24% (12 personas) manifestó que= no mucho, lo que sugiere una percepción baja o limitada sobre el papel de la I= A. Finalmente, el 10% restante (5 personas) señaló que no, para nada, reflejan= do una postura escéptica o una falta total de experiencia con esta tecnología = en su entorno educativo.

Estos resultados indican que, si bien existe una aceptación general moderada respecto al impacto de la inteligencia artifici= al, todavía hay un porcentaje significativo de personas que no perciben clarame= nte su presencia o beneficios en el contexto educativo. Esto sugiere la necesid= ad de fortalecer la implementación, formación y sensibilización sobre el uso de estas herramientas en la educación básica superior.

4.      Discusión

Los tres pilares esenciales de todo sistema educativo han sido tradicionalmente: leer, escri= bir y contar. Sin embargo, en la sociedad actual, caracterizada por la informac= ión y el conocimiento, estos pilares deben ampliarse para incluir competencias = no cognitivas como la empatía, la creatividad y el pensamiento crítico (García-Peña et al., 2020).

La encuesta realiz= ada a los estudiantes de la U.E Juan Montalvo en la ciudad de Esmeraldas arrojó resultados interesantes sobre la percepción y uso de la Inteligen= cia Artificial (IA) en su proceso de aprendizaje. Uno de los hallazgos más relevantes es que el 59% de los encuestados considera que el uso de la IA n= o es tan relevante, ya que en diversas ocasiones los resultados obtenidos no han sido convincentes ni han aportado la información esperada. Este dato sugiere que, a pesar del auge de la IA en distintos ámbitos educativos y profesiona= les, su efectividad sigue siendo un tema de debate entre los estudiantes. Posibl= es razones de esta percepción pueden estar relacionadas con la calidad de las respuestas proporcionadas por las herramientas de IA, la falta de criterios adecuados para evaluar la información generada o incluso el desconocimiento sobre cómo hacer preguntas de manera efectiva.

Por otro lado, es = importante notar que el 44% de los encuestados admitió que se han vuelto dependientes = de la tecnología. Esto refleja una tendencia creciente en la que los estudiant= es recurren cada vez más a herramientas digitales para resolver sus dudas, acc= eder a información y desarrollar sus tareas académicas. Esta dependencia puede t= ener tanto ventajas como desventajas. Entre los aspectos positivos, se encuentra= la facilidad y rapidez con la que se puede acceder a información, así como el apoyo que la IA puede brindar en la automatización de tareas. Sin embargo, = un uso excesivo podría afectar el desarrollo del pensamiento crítico y la capacidad de resolver problemas sin asistencia tecnológica.

Cabe destacar que = las cinco preguntas utilizadas en la encuesta fueron validadas por los docentes= de las asignaturas de tronco común y contaron con la autorización de los padre= s de familia de la institución educativa. Esto garantiza la fiabilidad de los da= tos obtenidos y asegura que el estudio se realizó dentro de un marco ético y pedagógico adecuado.

4.1. Propuesta

Para abordar estos desafíos, se recomienda la implementación de un plan analítico con diseño curricular para los estudiantes sobre el uso de la inteligencia artificial = en la educación. Este programa debería incluir talleres y capacitaciones dirig= idos a estudiantes, con el objetivo de mejorar la comprensión de la IA y fomenta= r un uso adecuado y crítico de sus herramientas. Además, se podrían desarrollar materiales educativos interactivos y guías prácticas para enseñar a formular preguntas de manera efectiva y evaluar la calidad de la información obtenid= a. Asimismo, es fundamental promover un equilibrio entre el uso de la tecnolog= ía y el desarrollo del pensamiento crítico mediante la incorporación de activida= des que fortalezcan el análisis, la resolución de problemas y la creatividad sin depender exclusivamente de la IA. Finalmente, la institución educativa podr= ía establecer políticas de uso responsable de la tecnología, asegurando que los estudiantes adquieran habilidades tanto digitales como cognitivas para su formación integral (Tabla 8).

Tabla = 8

Plan Analítico

Objetivo

Desarrollar habilidades en el uso responsable= y ético de la IA.

Contenidos fundamentales

·       Fundamentos de la IA: Conce= ptos básicos, historia y evolución.

·       Herramientas y Aplicaciones: Uso de IA en educación, negocios y tecnología.

·       Ética en la IA: Responsabilidad, sesgos algorítmicos y toma de decisiones éticas.

Metodología de Enseñanza

·       Aprendizaje basado en casos= y resolución de problemas.

·       Talleres prácticos con herramientas de IA.

·       Debates sobre dilemas ético= s en el uso de la IA

Evaluación del Aprendizaje:

·       Proyectos aplicados con herramientas de IA.

·       Análisis de casos sobre éti= ca y responsabilidad.

·       Exámenes y presentaciones s= obre avances y riesgos de la IA.

Programas Clave:

·       Programa de Fundamentos de = IA: Introducción a la tecnología y aplicaciones.

·       Programa de Ética y Responsabilidad en IA: Análisis de dilemas éticos y regulaciones.

·       Programa de Aplicaciones Prácticas de IA: Uso de IA en la resolución de problemas reales.

Para fortalecer el plan analítico se reali= zó un taller en línea utilizando Google sites=    link https://sites.google.com/view/marisolcz/in= icio/introduccion, dicho material fue aplicado entre los estudiantes, de ellos se logró conocer que los alumnos más jóvenes expresar= on dudas sobre su influencia en el desarrollo del pensamiento, destacaron su utilidad, pero señalaron la necesidad de un uso responsable y guiado. En términos generales, la actividad promovió un debate enriquecedor sobre cómo= la IA está transformando la educación y qué medidas pueden tomarse para aprovecharla de manera positiva, de habilidades en el uso responsable y éti= co de la IA tiene como aplicación principal la formación de individuos conscie= ntes de los impactos sociales, legales y morales de la inteligencia artificial. = Su implementación se centra en la educación sobre sesgos algorítmicos, privaci= dad, toma de decisiones automatizada y responsabilidad en el desarrollo y uso de= la IA. Además, fomenta el pensamiento crítico y el uso ético de estas tecnolog= ías en distintos ámbitos, asegurando su integración beneficiosa en la sociedad.=

5.      Conclusiones

·&nb= sp;        La investigación sobre el imp= acto de la inteligencia artificial en el proceso educativo de los estudiantes de básica superior de la Unidad Educativa Juan Montalvo evidencia tanto beneficios como desafíos. Por un lado la IA faci= lita el aprendizaje personalizado, optimiza el acceso a la información y refuerza habilidades tecnológicas clave para el futuro. Sin embargo, también presenta riesgos, como la dependencia excesiva de la tecnología y posibles brechas digitales.

·&nb= sp;        El desarrollo del plan analít= ico permitió orientar a los estudiantes en el uso responsable y ético de la IA, promoviendo una educación más equitativa y consciente. En conclusión, la integración de la IA en la educación debe ser guiada por estrategias pedagó= gicas adecuadas, garantizando su uso como una herramienta que potencie el aprendi= zaje sin reemplazar el pensamiento crítico y la interacción humana.

·&nb= sp;        En conclusión, los resultados de esta encuesta ponen de manifiesto la necesidad de fortalecer = el conocimiento sobre el uso de la IA en el ámbito educativo. Aunque algunos estudiantes la consideran poco relevante, su dependencia de la tecnología sugiere que su uso es frecuente. Por ello, sería conveniente implementar estrategias de formación que les permitan aprovechar mejor las herramientas= de IA y desarrollar un criterio más sólido para evaluar la información obtenid= a. Además, es importante fomentar un equilibrio entre el uso de la tecnología = y el desarrollo de habilidades analíticas y críticas en los estudiantes.

·&nb= sp;        La inteligencia artificial es una tecnología de un valor inmenso en el mercado, tanto en el presente como en el futuro. Sin embargo, el valor de la IA no debe ser ente= ndido únicamente desde una perspectiva económica, sino también en términos de su capacidad para optimizar procesos en áreas no comerciales, como el sector educativo. La IA será un elemento clave en los cambios de los paradigmas educativos tradicionales, ya que, aunque las modalidades pedagógicas de tod= os los niveles educativos están en proceso de adaptación con el uso de herramientas tecnológicas actuales, la educación virtual está ganando terre= no y siendo cada vez más integrada en las políticas educativas de los países más desarrollados. La IA puede mejorar significativamente el uso de estos recur= sos valiosos, ya que uno de los problemas actuales es la subutilización de las herramientas tecnológicas o su empleo de manera aislada y fuera de contexto= .

·      =    La IA también puede mejorar las prácticas de supervisión educativa, un área que actualmente gen= era muchas dudas por diversas razones. Al integrar la IA en la supervisión, este proceso podría transformarse en una herramienta valiosa para la retroalimen= tación y la mejora continua de los procesos educativos. Además, la IA podría permi= tir establecer comparaciones con normas y modelos internacionales de calidad, generando informes con recomendaciones para corregir las debilidades detectadas.

6.      Conflicto de intereses

Los autores declaran que no existe conflicto de intereses en relación con el artículo presentado.

7.      Declaración de contribución de los autores<= o:p>

Todos autores contribuyeron significativamente en = la elaboración del artículo.

8.      Costos de financiamiento =

La presente investigación fue financiada en su totalidad con fondos propios de los autores.

9.&n= bsp;     Referencias bibliográficas

Arabit<= /span>-García, J., García-Tudela, P. A., & Prendes-Espinoza, P. (2021). Uso de tecnologías avanzadas para la educación científica. Revista Iberoamericana de Educación, 87= (1). https://rieoei.o= rg/RIE/article/view/4591

Arbulú Jurado, C. E. (2023). Definición de hipótesis de investigación. ResearchGate. https://www.rese= archgate.net/publication/374870472

Bengio<= /span>, Y. (2018). Resistir a la monopolización de la investigación. UNESCO. https://www.unes= co.org/es/articles/resistir-la-monopolizacion-de-la-investigacion-0<= /span>

Codina, L. (2024). ¿Un nuevo marco para las revisiones de la literatura con el uso = de inteligencia artificial? Lluís Codina. www.lluiscodina.= com/revisiones-literatura-ia/

Collins, E., & Ghahramani, Z. (2021). LaMDA: our breakthrough conversation technology. https://blog.google/technology/ai= /lamda/

Criollo Armijos, M. A., Belduma Cabrera, K. Y., Guzmán Heras, L.= E., & González Sánchez, J. L. (2024). Desafíos de la integración de la inteligencia artificial en la educación. Polo del conocimiento, 9= (3). https://polodelc= onocimiento.com/ojs/index.php/es/article/view/6726

Gallent= Torres, C., Zapata González, A., & Ortego Hernando, J. L. (2023). El impacto= de la inteligencia artificial generativa en educación superior: una mirada desde = la ética y la integridad académica. RELIEVE - Revista Electrónica de Investigación y Evaluación Educativa, 29(2). https://revistas= eug.ugr.es/index.php/RELIEVE/article/view/29134

García Cuevas, J. P., Alor Dávila, L. B., & Cisneros Del Toro, Y. G. (2023). Percepción de los tutores virtuales sobre el impacto de la inteligencia artificial en la educación universitaria. Company Games & Busine= ss Simulation Academic Journal, 3(1), 49-58. https://www.rese= archgate.net/publication/372856719_Percepcion_de_los_tutores_virtuales_sobr= e_el_impacto_de_la_inteligencia_artificial_en_la_educacion_universitaria

García Peñalvo, F. J., Llorens-Largo, F., & Vidal, J. (2024). La nueva realida= d de la educación ante los avances de la inteligencia artificial generativa. = RIED-Revista Iberoamericana de Educación a Distancia, 27(1), 9–39. https://revistas= .uned.es/index.php/ried/article/view/37716

García-Peña, V. R., Mora-Marcillo, A. B., & Ãvila-Ramírez, J. A. (2020). La inteligencia artificial en la educación. Dominio de las Ciencias, 6(3), 648–666. https://dominiod= elasciencias.com/ojs/index.php/es/article/view/1421

Garzón Asanza, A. A., Segovia Castro, J. S., & Mora Coello, R. A. (2022). Estu= dio de la brecha digital y el proceso de enseñanza- aprendizaje en ecuador - ca= so de estudio: Universidad Técnica de Machala. Revista Angolana de Ciencias= , 4(2), 1-22. https://www.reda= lyc.org/journal/7041/704173402006/html/

Cenich, G., Araujo, S., & Santos, G. (2020). Conocimiento tecnológico pedagógico del contenido en la enseñanza de matemática en el ciclo superior de la escuela secundaria. Perfiles Educativos, 42(167), 53-67. https://doi.org/= 10.22201/iisue.24486167e.2019.167.59276

Loble, L. (2018). Aprender a vivir en la era de la IA. El Correo de la UNESCO, = pp. 34-35. https://unesdoc.= unesco.org/ark:/48223/pf0000265249_spa

McMurtrie, B. (2018). How artificial intelligence = is changing teaching. The Chronicle of higher education. https://www.chronicle.com/article/how-artificial-intelligence-is-cha= nging-teaching/

Mind Group Company (2024). Más allá de los algoritmos: un análisis exhaustivo de la personalización impulsada por IA en las comunicaciones estratégicas. Pe= arson Prentice Hall. https://luismeji= as21.wordpress.com/wp-content/uploads/2017/09/inteligencia-artificial-un-en= foque-moderno-stuart-j-russell.pdf

Moreno Padilla, R. D. (2019). La llegada de la inteligencia artificial a la educac= ión. RITI Revista de Investigación en Tecnologías de la Información , 7(14). https://riti.es/index.php/riti/ar= ticle/view/112

Norman, A. (2019). Aprendizaje automático en acción: Un libro para el lego, guía paso a paso para los novatos. Tektime. https://books.go= ogle.com.ec/books/about/Aprendizaje_autom%C3%A1tico_en_acci%C3%B3n.html?id= =3DXX29DwAAQBAJ&redir_esc=3Dy

Ojeda, A. D., Solano-Barliza, A. D., Ortega Álvarez, D., & Cárcamo Boom, E. (2023). Análisis del impacto de la inteligencia artificial= ChatGPT en los procesos de enseñanza y aprendizaje en= la educación universitaria. Formación Universitaria, 16(6), 61-7= 0. https://dx.doi.o= rg/10.4067/S0718-50062023000600061

Rodríguez Chávez, M. H. (2021). Sistemas de tutoría inteligente y su aplicación en la educación superior. RIDE. Revista Iberoamericana para la Investigación y= el Desarrollo Educativo, 11(22), e015. https://doi.org/10.23913/ride.v11i22.848

Rondon-Morel, R. O., Pacotaipe-Delacruz, R., Alarcón-Núñez, E. A., & Yépez-Salvatierra, P. N. (2024). El impacto= de la inteligencia artificial en la formación docente. Revista Tecnológica-Educativa Docentes 2.0, 17(2), 368–375. https://ojs.doce= ntes20.com/index.php/revista-docentes20/article/view/566<= span style=3D'mso-bookmark:ref20'>

Rouhiainen, L. (2018). Inteligencia Artificial. Alienta. https://www.plan= etadelibros.com.ec/libro-inteligencia-artificial/281737

Russel, R. (2018). Redes Neuronales: Guía sencilla de redes neuronales artificia= les. CreateSpace Independent Publishing Platform. https://dominiod= elasciencias.com/ojs/index.php/es/article/view/1421

Russell, S., & Norvig, P. (2004). Inteligencia Artificial un enfoque moderno. Pearson Educación S.A. = https://idic.lik= ufanele.com/~calvo/Inteligencia_Artificial_files/Inteligencia%20Artificial,= %20Un%20Enfoque%20Moderno%20-%20Stuart%20J.%20Russell,%20Peter%20Norvig%20-= %20Prentice%20Hall%20%28ocr,%20caps%201-11%29.pdf

Selwyn, N. (2016). Is technology good for education? Polity Press. https://research.monash.edu/en/publications/is-technology-good-for-e= ducation

 

 

 

El artículo que se publica es de exclusiva responsabilidad de los autores y no necesariamente reflejan el pensamiento = de la Revista Alfa Publicaciones.=

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El artíc= ulo queda en propiedad de la revista y, por tanto, su publicación parcial y/o t= otal en otro medio tiene que ser autorizado por el director de la Revista Alfa Publicaciones.<= /o:p>

 

3D"Ingreso3D"logo_catalogo3b.jpg"

 

 

 

 

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