Speaker：Wei Wang (Academy of Mathematics Systems Science, CAS)

Time：2023-11-30 10:00

Location：Conference Room 686 at the 6th floor of Shuli Building at Haiyun Campus

Abstract:

Waves, ranging from electromagnetic and acoustic waves to mechanical vibrations, significantly shape the structure and dynamics of our world. In systems marked by disorder, the propagation of waves encounters impediments, leading to a substantial hindrance in their mobility. Capitalizing on recent advancements in theoretical frameworks, the concept of the 'localization landscape' emerges as a promising approach to address some of the most compelling inquiries concerning wave localizations within disordered media. This presentation will explore this innovative perspective to gain insights into localizations originating from disordered operators, eliminating the need for computing eigenpairs.