Research

Routing Games

Papers:

R. Cominetti, V. Dose, M. Scarsini. The Price of Anarchy in Routing Games as a Function of the Demand. Accepted at WINE 2019.

Presentations:

The Price of Anarchy in routing games as a function of the demend. WINE 2019 – Columbia University, December 2019. slides

The Price of Anarchy in routing games as a function of the demend. MAPLE2019 – Politecnico di Milano, September 2019. slides

The Price of Anarchy as a function of the demand. Twenty Years of the Price of Anarchy – Technical University of Crete, July 2019. posterslides

The Price of Anarchy as a function of the demand: how the amount of traffic affects the efficiency of selfish routing. The First EUROYoung Workshop – Instituto de Matemáticas Universidad de Sevilla, May 2019. slides

Optimal Traffic Conditions in Two-Link Parallel Networks with Polynomial Costs. WINE 2018 – Oxford University, December 2018. posterslides

 

Arithmetic Geometry

Papers:

V. Dose, P. Mercuri, C. Stirpe. Double Covers of Cartan Modular curves. Journal of Number Theory. 195 (2019), 96 – 114.

V. Dose. On the automorphisms of the non-split Cartan modular curves of prime level. Nagoya Mathematical Journal. 224 (2016), no. 1, 74-92.

V. Dose, N. Green, M. Griffin, T. Mao, L. Rolen, J. Willis. Singular moduli for a distinguished non-holomorphic modular function. Proceedings of the American Mathematical Society. 143 (2015), no.3, 965-972.

V. Dose, J. Fernández, J. González, R. Schoof. The automorphism group of the non-split Cartan modular curve of level 11. Journal of Algebra. 417 (2014), 95-102.

Master’s Thesis:

V. Dose. Serre’s theorem on Galois representations attached to elliptic curves. Tesi di Laurea Specialistica in Matematica. Università di Roma “Tor Vergata”. (2010).