# Recovering time-dependent singular coefficients of the wave-equation-One Dimensional Case

## TL;DR

This paper presents a method for recovering time-dependent singular coefficients in the one-dimensional wave equation, advancing inverse problem techniques for PDEs with singularities.

## Contribution

It introduces a novel approach to identify singular coefficients that vary over time in the 1D wave equation.

## Key findings

- Successful recovery of time-dependent singular coefficients
- Applicable to inverse problems in wave equations
- Provides a new framework for singular coefficient identification

## Abstract

We give a way to recover time-dependent singular coefficients of the wave-equation in the one-dimensional case.