• Daniel Barlet: On meromorphic equivalence relations.

  • Paolo de Bartolomeis: Complex Deformation Theories in Symplectic and Contact Geometry.

  • Frederic Campana: Geometric orbifolds, special manifolds and the Kobayashi pseudometric.

  • Mihnea Coltoiu: The Levi problem on singular Stein spaces. A report.

  • Dan Coman: Stable algebras of entire functions.

  • Jean-Pierre Demailly: Hyperbolic algebraic varieties and holomorphic Morse inequalities.

  • Klas Diederich: Real and complex analyticity. The role of Segre varieties.

  • Gennadi Henkin: Cauchy-Pompeiu type formulas for d-bar on affine algebraic Riemann surfaces and some applications.

  • Christine Laurent: Local and global anisotropic estimates for the tangential Cauchy-Riemann operator.

  • Laszlo Lempert: Complex analysis on (generalized) loop spaces.

  • Jurgen Leiterer: TBA

  • George Marinescu: Toeplitz operators on symplectic manifolds.

  • Fanny Matthey: On the non-existence of Levi-flats in compact Kähler manifolds.

  • Eugen Mihailescu: Noninvertible dynamics on basic sets

  • Ngaiming Mok: From rigidity phenomena on proper holomorphic maps to the geometric theory of minimal rational curves.

  • Junjiro Noguchi: Connections and holomorphic curves.

  • Andreea Nicoara: Equivalence of types.

  • Takeo Ohsawa: Embedding complex-foliated manifolds.

  • Thomas Peternell: Non-algebraic hyperkähler manifolds.

  • Nessim Sibony: Super potentials and application to equidistribution problems.

  • Yum-Tong Siu: Construction of rational curves in Fano manifolds by multiplier ideal sheaves.

  • Emil Straube: Compactness of the complex Green operator.

  • Claire Voisin: Rationally connected 3-folds and symplectic geometry.