PhD in Physics
I live in beautiful Montréal, QC. I work as a scientific software developer. I believe in leading by example and leading by success.
I have a strong interest in FLOSS. I am happily involved with Montréal-Python. I co-founded PyLadies MTL and organized it for a year. Back in France, I was actively involved with April (more, in French).
I am reluctant to using proprietary scientific software—there are powerful alternatives, notably Python-based. For interactive use, I am extremely pleased with IPython (now evolving into Project Jupyter).
I am a certified instructor with Software Carpentry. This volunteer organization is making computational science a better place.
I participated in SciPy 2013 from June 24–29, 2013. I gave a conference talk on SIDUS, a project led by Emmanuel Quémener. I also gave a lightning talk on starting a PyLadies local chapter. I was awarded a Student Sponsorship to attend the conference.
I participated in the AdaCamp SF unconference on June 8–9, 2013. I was a recipient of one of the travel grants.
I was at ETC 13 from September 12–15, 2011. I presented a paper entitled Continuous and discontinuous transitions in geophysical turbulence (contributed to the proceedings). Read it for free at http://dx.doi.org/10.1088/1742-6596/318/7/072023.
I attended the introductory tutorial track at EuroSciPy 2011 (Python for scientific computing).
I completed my PhD at Ecole Normale Supérieure de Lyon. My PhD defence took place on January 10, 2012 at ENS de Lyon (details). The title of my dissertation is Phase transitions in two-dimensional and geophysical turbulence. It is available online at http://tel.archives-ouvertes.fr/tel-00675763 (written in English).
As a PhD candidate, I derived phase diagrams for quasi 2D inertial flows. The work was analytical and numerical, carried out in the framework of statistical-mechanical approaches to the self-organization of turbulent flows. The system under consideration was a very simple model for oceanic or atmospheric dynamics, namely, the barotropic quasi-geostrophic equations. These are formally analogous to the 2D Euler equations. You can find more about all this in this preprint: http://arxiv.org/abs/1207.1966v1 (with active hyperlinks).
Over three years (2009–2012), I TAed many tutorials and labs at the undergraduate level, first at Université de Nice Sophia-Antipolis and then at ENS de Lyon. The subjects were fluid mechanics, thermodynamics, electromagnetism, and introductory C programming.