How math could expand the boundaries of modern high speed fiber optic communications
When
The rapid development of the global information infrastructure leads to demand for an increased capacity of transmission systems. Currently only fiber optic-based communication technologies can meet these requirements. High-speed coherent communication systems have been considered the state-of-the-art over the past decade. These communication systems operate in a linear regime. This poses a significant obstacle for future development because natural fiber nonlinearity becomes a limiting factor with the need for greater transmission length and performance. Expanding the applications of coherent communications to nonlinearity is a challenging problem. This presentation will begin with a brief description of the principles of high-speed coherent communication technology and related mathematical models. Next, it will analyze new aspects of the problems caused by the nonlinearity that arising during the propagation of a train of optical pulses through a fiber. Finally, it will address potential approaches to solving these problems. These approaches are based on well-known integrability properties of basic models and advances in machine learning. Ilya Kuk, Ildar Gabitov, Joe Gibney, University of Arizona.
Place: Math, 402 and Zoom https://arizona.zoom.us/j/83758253931Password: applied