Exploring the concept of non-Hermitian Hamiltonians respecting parity-time symmetry with
classical wave systems is of great interest as it enables the experimental investigation of …

Non-Hermitian systems offer new platforms for unusual physical properties that can be
flexibly manipulated by redistribution of the real and imaginary parts of refractive indices …

We show that the time-averaged Poynting vector of S?= E?× H?^∗/2 in parity-time (PT)
symmetric coupled waveguides is always positive and cannot explain the stopped light at …

We propose and explore a physical mechanism for the stabilization of the complex
spatiotemporal dynamics in arrays (bars) of broad area laser diodes taking advantage of the …

We show an efficient mechanism to control optical turbulence in systems with different
dispersion laws, including parabolic, sub-diffractive, hyper-diffractive or general fractional …

We show that the emission of broad-area semiconductor amplifiers and lasers can be
efficiently stabilized by introducing two-dimensional periodic modulations simultaneously on …

We propose an approach based on a local Hilbert transform to design non-Hermitian
potentials generating arbitrary vector fields of directionality, p ⃗ (r ⃗), with desired shapes …

We provide a feasible and compact scheme to control and stabilize the spatiotemporal
dynamics of broad-area semiconductor (BAS) lasers. The proposal is based on the ability of …

Lasing is a well-established field in optics with several applications. Yet, having lasing or
huge amplification in other wave systems remains an elusive goal. Here, we utilize the …

We propose a novel physical mechanism based on periodic non-Hermitian potentials to
efficiently control the complex spatial dynamics of broad-area lasers, particularly in vertical …