C. Laurent-Gengoux research focus lies on Poisson geometry, Lie-groups and integrable systems. He is the author of 14 research articles. Furthermore, he is committed to teaching and set up several mathematics projects with local high schools. In 2002 he earned his doctorate in mathematics with a dissertation on " Quelques problemes analytiques et geometriques sur les algebres et superalgebres de champs et superchamps de vecteurs.

A. Pichereau earned her doctorate in mathematics with a dissertation on Poisson (co)homology and isolated singularities in low dimensions, with an application in the theory of deformations under the supervision of P. Vanheacke in 2006. She has since published four journal articles on Poisson structures and contributed to the Proceedings of "Algebraic and Geometric Deformation Spaces.

P. Vanheackes research focus lies on integrable systems, Abelian varieties, Poisson algebra/geometry and deformation theory. In 1991 he earned his doctorate in mathematics with a dissertation on Explicit techniques for studying two-dimensional integrable systems and has published numerous research articles since.

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