¡Este verano únete al curso Tech Teens: Robótica con Inteligencia Artificial!
Donde los estudiantes aprenderán a construir sus propios robots y los potenciarán con Inteligencia Artificial, utilizando herramientas de programación con Python en Pictoblox, Arduino y componentes electrónicos. ¡Imagina aprender cómo enseñarle trucos geniales a tu robot con inteligencia artificial! Prepárate para desatar tu creatividad y desarrollar soluciones tecnológicas asombrosas mientras te sumerges en esta aventura.
Folleto informativo
Perfil del participante
Dirigido adolescentes de 12 a 16 años de edad, con interés en programación, inteligencia artificial o robótica. (Para el ingreso de menores de edad a las instalaciones universitarias, se debe cumplir con las directivas establecidas)
Prerrequisitos
- No es necesario tener conocimientos o experiencia previa en programación o electrónica
- Capacitación recomendada: Conocimientos básicos de computación y matemáticas.
Modalidad
El curso será impartido en idioma español en formato online sincrónico. Las sesiones prácticas se realizarán en formato presencial en el campus de la Universidad ESAN.
(**) Algunos de los materiales de apoyo de la clase podrían estar en inglés.
Duración y Horarios
12 Sesiones - 24 horas académicas
Martes y jueves de 10:00 a.m. a 12:00 p.m.
(02 horas académicas*)
* Hora académica: 50 minutos.
Inversión
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)
Contenido Temático
Semana 1 : INTRODUCCIÓN A LA IA Y PROGRAMACIÓN
- Introducción a la IA
- Principios básicos de robótica e IA
- Programación básica con Python: introducción a comandos, estructuras de control y bucles
Semana 2: PRINCIPIOS DE LA ROBÓTICA
- Exploración de la plataforma Arduino y su aplicación en proyectos de robótica. Introducción a sensores, cómo interactúan con Arduino y exploración de actuadores.
EJERCICIO PRÁCTICO
Primeros pasos de Programación de Arduino con Python.
Semana 3: APLICACIÓN DE IA EN ROBÓTICA (PARTE I)
- Implementación práctica de la detección de rostros utilizando herramientas de programación.
- Integración de Arduino, con inteligencia artificial
Semana 4: APLICACIÓN DE IA EN ROBÓTICA (PARTE II)
- Detección de objetos mediante IA.
- Entrenamiento personalizado de algoritmos de IA para adaptarse a contextos específicos.
Semana 5: PROYECTO 1
- Desarrollo de proyectos individuales integrando circuitos con programación.
Semana 6: PROYECTO 2
- Desarrollo de proyectos finales. Enfoque en la integración creativa de IA y robótica.
PRESENTACIÓN DE PROYECTO FINAL
- Presentación de proyecto Final individual
Certificado
Los participantes que cumplan satisfactoriamente con los requisitos del curso recibirán un certificado de participación digital emitido por la Universidad ESAN.
Para la obtención del certificado se requiere la asistencia del participante a más del 80% de las sesiones programadas, entregar los trabajos encargados en los tiempos establecidos y/o aprobar las evaluaciones previstas en el desarrollo del curso. La nota mínima aprobatoria es 11.
Facilitador
MARKS CALDERÓN
Con una trayectoria de siete años como profesor en la Universidad ESAN en Ingeniería de T.I. y Sistemas, combina una sólida formación académica con experiencia práctica. Es Magíster en Sistemas Inteligentes por el Tecnológico de Monterrey e Ingeniero Informático por la Universidad Nacional de Trujillo. Además, es coach certificado por John Maxwell Leadership y lidera como CEO en Codeplai Games SAC. Su pasión actual se centra en la investigación de la Inteligencia Artificial aplicada y la creación de algoritmos, además de ser el coach del equipo de programación competitiva CODESAN++.
Próximo inicio
- Martes, 23 de enero 2024 a las 7:00 p.m.
Informes e Inscipciones
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Teléfono fijo: +51 01317 7200 Anexo 44888 (Lun-Vie 10:30-13:00 / 14:30-18:00 hrs (Perú) )
Universidad ESAN
www.ue.edu.pe
www.esan.edu.pe