Internet-based control engineering education combines traditional methods with modern technology, creating a dynamic and accessible learning environment. Both online and traditional approaches have unique advantages and challenges, with the choice depending on factors like student preferences, geographic location, and available resources. A blended approach, integrating online and in-person activities, leverages the strengths of both methods to offer a comprehensive and flexible learning experience. In this context, managing laboratory resources and activities scheduling may be challenging. For this reason, this paper introduces a novel approach to modelling these activities and resources through the mathematical framework of max-plus algebra. This algebra can improve the use of finite resources, meeting educational goals without concurrency issues. Moreover, the resolution of a model matching problem shows how lessons can be structured to meet time constraints and maximize flexibility, accessibility, and resource efficiency, thus preparing students effectively for the field.

A max-plus algebra approach to model laboratory experiences in blended control engineering education / Screpanti, L.; Bartolucci, V.; Scaradozzi, D.; Zattoni, E.. - In: IFAC PAPERSONLINE. - ISSN 2405-8971. - 58:(2024), pp. 100-105. ( 4th IFAC Workshop on Internet Based Control Education, IBCE 2024 Ghent, bel 2024) [10.1016/j.ifacol.2024.10.278].

A max-plus algebra approach to model laboratory experiences in blended control engineering education

Screpanti L.
Co-primo
;
Bartolucci V.
Co-primo
;
Scaradozzi D.
Co-primo
;
2024-01-01

Abstract

Internet-based control engineering education combines traditional methods with modern technology, creating a dynamic and accessible learning environment. Both online and traditional approaches have unique advantages and challenges, with the choice depending on factors like student preferences, geographic location, and available resources. A blended approach, integrating online and in-person activities, leverages the strengths of both methods to offer a comprehensive and flexible learning experience. In this context, managing laboratory resources and activities scheduling may be challenging. For this reason, this paper introduces a novel approach to modelling these activities and resources through the mathematical framework of max-plus algebra. This algebra can improve the use of finite resources, meeting educational goals without concurrency issues. Moreover, the resolution of a model matching problem shows how lessons can be structured to meet time constraints and maximize flexibility, accessibility, and resource efficiency, thus preparing students effectively for the field.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11566/349698
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