Dipartimento di Ingegneria informatica, automatica e gestionale

Valerio Dose è risultato vincitore della procedura selettiva a 1 posto di   RTT riservata, ai sensi del vigente art. 24, comma 1-bis, della Legge n. 240/2010,  presso il Dipartimento di Ingegneria Informatica, Automatica e Gestionale Antonio Ruberti, Settore Concorsuale 01/MATH-06   – Settore scientifico disciplinare   SSD: MATH-06/A   , codice concorso 2024RTTE006, bandito con Decreto Rettorale n. 1779/2024 del 18.07.2024, i cui atti sono stati approvati con Decreto Rettorale n. 3701/2024 del 31.12.2024.

Nell'ambito della procedura ai fini della chiamata da parte del Consiglio di Dipartimento, Valerio Dose terrà un seminario pubblico sulle attività di ricerca da lui svolte e in corso di svolgimento.

Titolo:

Mathematical Properties of Equilibria in Nonatomic Congestion Games

Abstract:

Equilibria in congestion games describe how traffic distributes over a set of resources whose utility/cost is negatively affected by congestion. In particular, the nonatomic variants of these models consider the setting in which an individual user of the resources controls a negligible part of the total traffic. Examples of these phenomena can be found in a road or telecommunication network, as well as in the assignment of jobs to different service providers. In this seminar, we will present the more commonly used mathematical models and discuss the speaker's recent contribution to some results concerning the mathematical properties of equilibria. Weil also present a few open problems in the area.

Short bio:

Valerio Dose is an Assistant Professor (RTDA) in the Department of Computer, Control and Management Engineering "Antonio Ruberti" of Sapienza University of Rome. He obtained his Ph.D. in Mathematics from the University of Rome "Tor Vergata" with a thesis in Arithmetic Geometry. He was a postdoc at INdAM ((Istituto Nazionale di Alta Matematica) and at LUISS University, where he began his research journey in Applied Mathematics at the Department of Economics and Finance. He has been publishing in both Pure and Applied Mathematics in several internationally renowned journals such as Mathematical Programming, European Journal of Operational Research and the Proceedings of the American Mathematical Society. His research areas of interest span from game theory to combinatorial optimization to arithmetic geometry.