TAREAS/TASKS:
Desarrollo de los distintos componentes software de un sistema de optimización de la envolvente de los edificios, teniendo en cuenta múltiples objetivos que optimizar, como la reducción de las emisiones en el ciclo de vida, la eficiencia energética, el confort y el coste.
HABILIDADES-CUALIFICACIONES/SKILLS-QUALIFICATIONS:
Se valorarán los siguientes conocimientos:• Algoritmos de Aprendizaje Automático• Algoritmos Evolutivos• Sistemas de optimización• Al menos 5 años de experiencia resolviendo problemas de optimización• Al menos 7 años de experiencia programando en lenguajes de programación orientados a objetos• Al menos 5 años de experiencia con metodologías de programación ágiles The following skills will be an asset:• Machine Learning algorithms• Evolutionary algorithms• Optimization systems• At least 5 years of solving optimisation problems• At least 7 years programming experience with object-oriented programming techniques• At least 5 years of experience with agile programming techniques
REQUERIMIENTOS ESPECIFICOS/SPECIFIC REQUIREMENTS:
El desarrollo del sistema de optimización constará de una aplicación cliente y otra servidora que requerirán ser desarrolladas en los lenguajes de programación Python y C# que se comunicarán por medio de un API REST.
CRITERIOS Y PROCESO DE SELECCION/ELIGIBILITY CRITERIA AND SELECTION PROCESS:
Los criterios de selección serán los indicados con antelación (página 2 de este formulario), publicándose convenientemente la puntuación alcanzada por cada uno de los candidatos/as.
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)
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