Pierre Carmier

Research interests

• Stochastic modeling of interacting populations of plants
• Bayesian inference in hidden Markov models
• Information-driven experimental design
• Statistics of quantum transport in topological phases
• Semiclassical analysis for the two-dimensional Dirac equation

Publications

My publications on arXiv

Teaching

• Statistics (L3, CentraleSupélec)
• Student projects in biomathematics and applied statistics (L3 and M1, CentraleSupélec)

Education

• PhD in theoretical physics (condensed matter), LPTMS / Univ. Paris-Sud (2010)
• Diplôme d’ingénieur de l’Ecole Centrale Paris (2003-06)
• Certificate of Advanced Studies in Mathematics, DAMTP / Univ. Cambridge (2006)
• L3 en Physique et Mathématiques Fondamentales, Univ. Paris-Sud (2004, 2005)