Solving a Real Constraint Satisfaction Model for the University Course Timetabling Problem: A Case Study
Marco Antonio Cruz-Chávez, Mireya Flores-Pichardo, Alina Martínez-Oropeza, Pedro Moreno-Bernal, Martín H. Cruz-Rosales
Source abstract
This paper proposes a real mathematical constraint satisfaction model which defines the timetabling problem in the Faculty of Chemical Sciences and Engineering (FCSE) at the Autonomous University of Morelos State, Mexico. A Constructive Approach Algorithm (CAA) is used to obtain solutions in the proposed model. A comparison is made between the CAA’s results and the schedule generated by the FCSE administration. Using the constraint satisfaction model, it is possible to improve the allocation of class hours in the FCSE so that classroom use is more efficient.
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