The meeting will focus on integrability aspects of both finite dimensional and continuum nonlinear dynamical systems, modelled by difference,ordinary and partial differential equations. Near integrable systems and spatio-temporal patterns will also be discussed. Especially applications of integrable structures, including periodic,solitonic and other coherent structures, in diverse areas of physical, engineering and biological systems will be discussed. These will include topics in hydrodynamics, nonlinear optics, BECs, magnetism, spintronics, field theory, quantum systems, biological systems, engineering systems and other areas.