Complex Analysis and Geometry

The class of compact balanced maifolds is invariant under modifications; on tangent hyperplanes to complex projective curves; infinite dimensional supergeometry; unfoldings of holomorphic maps as deformations; on the uniqueness and characterization of Grauert tubes; Holder regularity for Square-b on hypersurfaces in Cn with nondiagnonalizable Levi-form; exploding orbits of Hamiltonian and contact structure; holomorphic automorphisms of Cn - a survey; complex structures on compact conformal manifolds of negative type; Gm,h bundles over foliations with complex leaves; a real analytic version of Abels' theorem and complexifications of proper Lie group actions; pseudoconcave CR manifolds; exotic structures on Cn and C -action on C3; anti-involutions symmetric complex manifolds, and quantum spaces; Newlander-Nirenberg type theorem for analytic algebras; semi-positivity and cotangent bundles; on a class of (-3,1)-exceptional P1 delta-delta-closed positive currents and special metrics on compact complex manifolds; isocurved deformations of Riemannian homogeneous metrics; on the propagation of extendability of CR functions; completions of instantons moduli space and control theory; iterees et points fixes d'applications holomorphes; holomorphic functions on an algebraic group invariant under Zariski-Dense subgroups; pseudoconvexity and pseudoconcavity of dihedrons of Cn; canonical symplectic structure of a Levi foliation.