Inverse problem for a nonlinear third order in time partial differential equation

In this article, we study the inverse problem of recovering a time-dependent coefficient of a nonlinear third order in time partial differential equation (PDE), which is usually referred to as Moore-Gibson-Thompson equation, from knowledge of a one boundary measurement.

Automated summary

This article studies the inverse problem of recovering a time-dependent coefficient of a nonlinear third order PDE from knowledge of a one boundary measurement.