Associate Professors
Useful Information

- +39 0984/494826
- +39 0984/494673
- patrizia.beraldi@unical.it
- Cube 41C- 8th floor
- SSD: MAT/09 - OPERATIONAL RESEARCH
Office Hours
Please contact the Professor by phone or by email or you can stop directly in the office
BERALDI Patrizia
Selected Publications
Beraldi, P., Bruni, M.E., Laganà, D., Musmanno, R. The risk-averse traveling repairman problem with profits, Soft Computing 23/9 (2019) 2979-2993.
P. Beraldi, A. Violi, M.E. Bruni, G. Carrozzino, A stochastic programming approach for the optimal management of aggregated distributed energy resources, Computers and Operations Research 96 (2018) 200-212.
M.E. Bruni, L. Di Puglia Pugliese, O. Beraldi, F. Guerriero, An adjustable robust optimization model for the resource-constrained project scheduling problem with uncertain activity durations, Omega (2017) 66-84.
M.E. Bruni, L. Di Puglia Pigliese, O. Beraldi, F. Guerriero, A computational study of exact approaches for the adjustable robust resource-constrained project scheduling problem, Computers and Operations Research 99 (2018) 178-190.
P. Beraldi, M.E. Bruni, D. Manerba, R. Mansini, A stochastic programming approach for the traveling purchaser problem, IMA Journal of Management Mathematics 28/1 (2017) 41-63.
Lines of Research
• Stochastic Programming
The research activity carried out in this fi eld concerns the study of the theoretical properties and the design of innovative methods for solving stochastic programming problems defi ned according to the paradigm of chance constraints and/or recourse (two and multistage
• Models and solutions methods for different application problems
This research activity refers to the defi nition and solution of mathematical models under uncertainty for addressing problems of practical relevance arising in different application contexts. Among them, we mention Logistics, Health care management systems, Energy, Economics and Finance
• Data Envelopment Analysis
This research activity refers to the defi nition of new DEA models under uncertainty. In particular, both the two-stage and probabilistic approach are taken into account.