The three research areas of complex geometry, complex analysis and complex dynamics have been the scene of important advances over the last two decades, and fascinating connections have been made between them. Numerous interactions with algebraic geometry, Kobayashi hyperbolicity and mathematical physics have also been developed. All three subjects are advancing simultaneously on many fronts with rapid developments, for example, in pluripotential theory, Kähler geometry and intersection theory for intersection theory for currents. Our main goal is to bring together a group of active researchers whose work potentially deals with the interactions between the above different areas, more specifically in complex PDEs like the Monge-Ampère equation, in Bergman and Szegö kernels and in complex dynamics in higher dimension. A special place will be reserved for young researchers who have recently been very active in these areas. To some extent, this would in particular create contacts between people working in complex geometry, complex analysis and complex dynamics. We believe that the meeting will allow to discuss new problems and to establish a common research program for the future.