We review the different dynamical mechanisms leading to the emergence of coherent
structures in physical systems described by the integrable one-dimensional nonlinear …

Because the importance of the optical wave propagation in fibers, we seek for the optical
travelling wave solutions and effect of the third-order dispersion parameter for the extended …

This review is dedicated to recent progress in the active field of rogue waves, with an
emphasis on the analytical prediction of versatile rogue wave structures in scalar, vector …

Multi-wave interaction is an important research field in nonlinear science. In this work, we
investigate the multiple wave interaction properties to the Manakov system which can model …

An integrable nonlocal nonlinear Schrödinger (NLS) equation with clear physical
motivations is proposed. This equation is obtained from a special reduction of the Manakov …

Purpose: This manuscript addresses to investigate the optical soliton solution of the
Manakov model which governs soliton transmission technology by utilizing the auxiliary …

We report an optical fiber experiment in which we study the nonlinear stage of modulational
instability of a plane wave in the presence of a localized perturbation. Using a recirculating …

By the means of reconstructing the Darboux transformation to the Manakov system, we
obtain the new explicit solutions composed of a rogue wave and a breather for the system …

We show that universal rogue wave patterns exist in integrable systems. These rogue
patterns comprise fundamental rogue waves arranged in shapes such as a triangle …

Over the past decade, the rogue wave debate has stimulated the comparison of predictions
and observations among different branches of wave physics, particularly between …