Camille Lanuel

About

I am a PhD student at Université de Lorraine in Nancy since October 2022. I am part of the Inria Gamble team of the Loria.

I work under the supervision of Monique Teillaud and Vincent Despré. The purpose of my work is to explore the geometry of hyperbolic surfaces and provide algorithmic tools to handle them.

Publications

Computing an \(\varepsilon\)-net of a hyperbolic surface.
With Vincent Despré and Monique Teillaud, EuroCG 2024.
A linear bound for the Colin de Verdière parameter \(\mu\) for graphs embedded on surfaces.
With Francis Lazarus and Rudi Pendavingh, EuroCG 2023.

Teaching

2023-2024

Algorithmes et complexité

Tutorial with Xavier Goaoc. 1A Ingénieur Civil des Mines, Ecole des Mines de Nancy.

Recherche opérationnelle

Tutorial with Wahiba Ramdane Cherif-Khettaf. 1A Ingénieur Civil des Mines, Ecole des Mines de Nancy.

Programmation et structures de données

Tutorial with Pierre-Étienne Moreau & Guillaume Bonfante. 1A Ingénieur Civil des Mines, Ecole des Mines de Nancy.

2022-2023

Recherche opérationnelle

Tutorial with Bernadetta Addis. 1A Ingénieur Civil des Mines, Ecole des Mines de Nancy.

Systèmes d'information - Bases de données

Tutorial with Laurent Dupont. 1A DUT MMI, IUT Nancy-Charlemagne.

Intégration Web

Tutorial with Laurent Dupont. 1A DUT MMI, IUT Nancy-Charlemagne.

Education

2021-2022

Master Operations Research, Combinatorics & Optimization (Université Grenoble-Alpes, Grenoble)
During my internship, I worked on the Colin de Verdière graph parameter \(\mu \), under the supervision of Francis Lazarus.

2018-2019

Master Formation à l'Enseignement Supérieur en Mathématiques (Université Paris-Sud, Orsay)
I obtained both the Agrégation de Mathématiques and the CAPES de Mathématiques.

Miscellaneous

PhD student representative

I am elected as a PhD student representative to the council of the Doctoral School IAEM for the Computer Science committee, with Ana Margarita Rodriguez Cordero as a substitute. If you are a PhD student in Computer Science within IAEM, feel free to contact me or Ana regarding any of your concerns or suggestions about your doctoral life.

Dirichlet's theorem on arithmetic progressions

I wrote a text about Dirichlet's theorem on arithmetic progressions for the website CultureMath when I was a bachelor student.

Contact

Email

Inria:
Université de Lorraine:

Address

LORIA, Office B172,
615 Rue du Jardin Botanique,
54600 Villers-lès-Nancy, France