Mathematical Applications of Nonlinear Wave Properties in Crystalline and Dispersive Media

Dear Colleagues,

Crystalline features have a wide range of uses in semiconductors, superconductors, optical nonlinear and laser crystals, solid states, engineering, industrial applications, and technological advancements. Mechanical and optical characteristics may cause some critical phenomena that need modern theoretical methods for physics-based growth descriptions such as crystal growth models. This nonlinear effect may modulate the dynamical behaviors in crystal models that relate to nonlinear equations in crystal physics.

Random applications in physical systems have been a topic of extensive theoretical and analytical research around the world in recent decades. Furthermore, various complex nonlinear wave propagation models have been developed in several fields, such as superfluids, chemical physics, plasma physics, semiconductor, solid state, biophysics, optical fibers, plasma fluids, solid-state physics, quantum mechanics and super-conductivity.

The purpose of this Research Topic is to bring together top researchers and academicians from a variety of fields concerned with theoretical physics, experimental solid-state physics, engineering and applied mathematics. For the submitted papers, we are especially interested in experimental, theoretical, analytical, and numerical modeling as well as new progresses in random differential equations in mathematical physics.

Dr. Mahmoud A.E. Abdelrahman
Prof. Dr. Emad El-Shewy
Topic Editors