This workshop concentrated on some of the major areas of Poisson geometry and its applications. Topics covered included moment maps, global Poisson geometry (Poisson-Lie groups, homogeneous spaces), Poisson topology (deformations, integrability) and symplectic groupoids. Applications to Schubert calculus, moduli spaces, Dirac structures, cluster varieties, Lie algebroids and groupoids, generalized complex structures, and deformation quantization, were also discussed.