Abstracts of the talks

S. BERHANU (Temple University) : A class of FBI transforms with degenerate hessians

R. BÖGVAD (Stockholm University) : Plurisubharmonic functions that are piecewise pluriharmonic

P. CORDARO (University of Sao Paulo) : The Borel Property in Locally Integrable Structures

G. DELLA SALLA (University of Vienna) : Bergman spaces of G-manifolds

P. EBENFELT (University of California at San Diego) : CR submanifolds of low codimension in spheres and hyperquadrics

N. GABREMEDHIN (North Carolina State University) : On hybrid and nonsmooth control systems

G. HOEPFNER (University of Sao Carlos) : Recent extensions of Hardy spaces and applications

J. HOUNIE (University of Sao Carlos) : Vector fields in the plane with the reflection property

X. HUANG (Rutgers university) : d-bar equation with a mixed boundary condition

R. KÄLLSTRÖM (University of Gävle) : The Gauss-Manin connection revisited

B. LAMEL (University of Vienna) : Non minimal hypersurfaces in C^2

L. LANZANI (University of Arkansas and the NSF) : Higher-order analogues of exterior derivative that satisfy div-curl-type inequalities

G. MENDOZA (Temple University) : A Gysin sequence for manifolds with R-action

A. MEZIANI (Florida International University) : Global solvability of real-analytic complex vector fields in two variables

S. MIKHAILOV (Brunel University) : Analysis of boundary-domain integral equations for variable-coefficient BVPs and their spectral properties

N. MIR (University of Rouen) : Algebraic approximation in CR geometry

A. MOHAMMED (Ball State University) : Boundary blow-up solutions to degenerate elliptic equations with non-monotone inhomogeneous terms

A. NICOARA (University of Pennsylvania) : Properties of sheaves in the Kohn algorithm

M. REITER (University of Vienna) : Holomorphic Mappings of Hyperquadrics from C^2 to C^3

T. YIGREM (Norwegian University of Science and Technology) : Product of composition and Volterra type integral operators on Fock spaces

D. ZAITSEV (Trinity College) : Normal forms for nonintegrable almost CR structures

K. T. ZELEKE (University of Houston) : Applications of the immersed boundary method: mathematical model and numerical simulation of particle sorting