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 Awards:

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Award for One of the Best Papers (December, 2002). "A Polynomial Algorithm for Continuous Non-binary Disjunctive CSPs." M. A. Salido, F. Barber. 22nd SGAI International Conference on Knowledge-Based Systems and Applied Artificial Intelligence. British Computer Society, UK.

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Award "José Cuena" to the best paper of technology transfer in Artificial Intelligence (November, 2003). "An Interactive Train Scheduling Tool for Solving and Plotting Running Maps"  F.Barber; M. A. Salido; L. Ingolotti; M. Abril; A. Lova; P. Tormos. X Spaninsh Conference on Artificial Intelligence (CAEPIA-TTIA'03).

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Extraordinary Award of doctoral thesis from Polytechnic University of Valencia: Polyhedra: A model for solving N-ary constraint satisfaction problems by means of Hyperpolyhedra. Miguel A. Salido(June 2004)

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Nominated to the best paper "A Scheduling Order-Based Method to Solve the Train Timetabling Problem" L. Ingolotti; F.Barber; P. Tormos; A. Lova; M. A. Salido;  M. Abril. XI Spaninsh Conference on Artificial Intelligence (CAEPIA 2005).

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Award to the best paper of technology transfer in Artificial Intelligence (September, 2005). "Técnicas de Inteligencia Artificial en Planificación Ferroviaria"  M. A. Salido; F.Barber; M. Abril; L. Ingolotti; A. Lova; P. Tormos; J. Estrada. TTIA'05).

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Award for One of the Best Papers (December, 2006). "Domain Dependent Distributed Models for Railway Scheduling." . A. Salido, M. Abril, F. Barber, L. Ingolotti, P. Tormos, A. Lova. 26nd SGAI International Conference on Knowledge-Based Systems and Applied Artificial Intelligence. British Computer Society, UK.

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Extraordinary Award of doctoral thesis from Polytechnic University of Valencia: Particionamiento y resolución distribuida multivariable de problemas de satisfacción de restricciones. Author: Montserrat Abril López, Directors: Federico Barber, Miguel A. Salido.(June 2010)

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Award for the best refereed application paper at AI-2010. SGAI International Conference on Knowledge-Based Systems and Applied Artificial Intelligence. British Computer Society, UK, (December, 2010).

 Thesis:
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Polyhedra: A model for solving N-ary constraint satisfaction problems by means of Hyperpolyhedra. Miguel A. Salido. ProQuest Information and Learning, UMI. ISBN: 0-493-24254-6. 365 pp, 2002.

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Particionamiento y resolución distribuida multivariable de problemas de satisfacción de restricciones. Author: Montserrat Abril López, Directors: Federico Barber, Miguel A. Salido, 186 pp, 2007.

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