Inverse Problems for Nonlinear Schroedinger Equations  (Joint with IP seminar)

An inverse problem is a general framework that utilizes actual
observations to recover the hidden properties. One of important
directions in the field is the study of nonlinear equations, which
arise from many physical phenomena. In this talk, we will first
introduce mathematical background and present the problem setting for
the Schroedinger equations with nonlinear terms. Moreover, we will
discuss the technical strategies, such as the higher order
linearization scheme, in the reconstruction of the unknown
coefficients.