OR@DII - Operational Research at Department of Information Engineering
Simple Ideas Are Often The Best University of Brescia



Contacts
Operational Research Group
Dip. di Ingegneria dell'Informazione
via Branze, 38
(25123) Brescia
Italy
Telephone:
+39 030 371 5448
+39 030 371 5935

2020
Y. Li, S. Carabelli, E. Fadda, D. Manerba, R. Tadei, O. Terzo. Machine Learning and Optimization for Production Rescheduling in Industry 4.0. International Journal of Advanced Manufacturing Technology 110, 2445-2463. 2020. >> Download
R. Mansini, R. Zanotti. Optimizing the physician scheduling problem in a large hospital ward. Journal of Scheduling 23 (3), pp. 337–361. 2020. >> Download
Li, Y., Fadda, E., Manerba, D., Tadei, R., Terzo, O. Reinforcement Learning Algorithms for Online Single-Machine Scheduling. Proceedings of the 2020 Federated Conference on Computer Science and Information Systems, FedCSIS 2020, pp. 277–283, 9222933. 2020. >> Download
2019
M. Roohnavazfar, D. Manerba, J. C. De Martin, R. Tadei. Optimal paths in multi-stage stochastic decision networks. Operations Research Perspectives 6: number 100124. 2019. >> Download
A. Gobbi, D. Manerba, R. Mansini, R. Zanotti. A Kernel Search for a patient satisfaction-oriented nurse routing problem with time-windows. IFAC-PapersOnLine 52(13), pp. 1669-1674. 2019. >> Download
2018
M. Pasetti, S. Rinaldi, D. Manerba. A Virtual Power Plant Architecture for the Demand-Side Management of Smart Prosumers. Applied Sciences 8 (3), 432. 2018. >> Download
2016
M. Gendreau, D. Manerba, R. Mansini. The Multi-Vehicle Traveling Purchaser Problem with Pairwise Incompatibility Constraints and Unitary Demands: A Branch-and-Price approach. European Journal of Operational Research 248(1), 59-71. 2016. >> Download
2015
D. Manerba. Optimization models and algorithms for problems in Procurement Logistics. 4OR - A Quarterly Journal of Operations Research 13(3). pp. 339-340. 2015 >> Download
2014
D Manerba, M Gendreau, R Mansini. The Multi-Vehicle Traveling Purchaser Problem with Pairwise Incompatibility Constraints and Unitary Demands: A Branch-and-Price Approach. CIRRELT-2014-52, CIRRELT. 2014. >> Download
2004
Mansini R., Speranza M.G., Tuza Z. (2004). Scheduling groups of tasks with precedence constraints on three dedicated processors. Discrete Applied Mathematics (ISSN:0166-218X) Vol. 134, p. 141-168.