output
20132026
most citedA New Method for Sensorless Estimation of the Speed and Position in Brushed DC Motors Using Support Vector Machines

69 citations

6 papers

cs.SC2026

Computational Explorations on Semifields

Jean-Guillaume Dumas, Stefano Lia, John Sheekey

A finite semifield is a division algebra over a finite field where multiplication is not necessarily associative. We consider here the complexity of the multiplication in small sem…

cs.DS2026

Algorithms for the local and the global postage stamp problem

Léo Colisson Palais, Jean-Guillaume Dumas, Alexis Galan +2

We consider stamps with different values (denominations) and same dimensions, and an envelope with a fixed maximum number of stamp positions. The local postage stamp problem is to…

cs.CR2026

Fuzzy Private Set Union via Oblivious Key Homomorphic Encryption Retrieval

Jean-Guillaume Dumas, Aude Maignan, Luiza Soezima

Private Set Multi-Party Computations are protocols that allow parties to jointly and securely compute functions: apart from what is deducible from the output of the function, the i…

eess.SP2024★ 69 cited

A New Method for Sensorless Estimation of the Speed and Position in Brushed DC Motors Using Support Vector Machines

Ernesto Vazquez-Sanchez, Jaime Gomez-Gil, Jose-Carlos Gamazo-Real +1

Currently, for many applications, it is necessary to know the speed and position of motors. This can be achieved using mechanical sensors coupled to the motor shaft or using sensor…

cs.CR2024★ 2 cited

Optimal Communication Unbalanced Private Set Union

Jean-Guillaume Dumas, Alexis Galan, Bruno Grenet +2

We present new two-party protocols for the Unbalanced Private Set Union (UPSU) problem. Here, the Sender holds a set of data points, and the Receiver holds another (possibly much l…

math.AP2013

Large-time behavior of a two-scale semilinear reaction-diffusion system for concrete sulfatation

Toyohiko Aiki, Adrian Muntean

We study the large-time behavior of (weak) solutions to a two-scale reaction-diffusion system coupled with a nonlinear ordinary differential equations modeling the partly dissipati…