activity
20232025
most citedNonradiating sources of Maxwell's equations

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

math.AP2025

Sampling methods for the inverse cavity scattering problem of biharmonic waves

Isaac Harris, Peijun Li, General Ozochiawaeze

This paper addresses the inverse problem of qualitatively recovering a clamped cavity in a thin elastic plate using far-field measurements. We present a strengthened analysis of th…

math.PR2025

An inverse potential problem for the stochastic heat equation with space-time noise

Peijun Li, Xiangchan Zhu, Yichun Zhu

This paper investigates an inverse potential problem for the stochastic heat equation driven by space-time Gaussian noise, which is spatially colored and temporally white. The obje…

math.AP2024

Direct sampling for recovering a clamped cavity from biharmonic far field data

Isaac Harris, Heejin Lee, Peijun Li

This paper concerns the inverse shape problem of recovering an unknown clamped cavity embedded in a thin infinite plate. The model problem is assumed to be governed by the two-dime…

math.AP2024★ 1 cited

Nonradiating sources of Maxwell's equations

Peijun Li, Jue Wang

This paper presents a thorough investigation into nonradiating sources of Maxwell's equations. Various characterizations are developed to clarify the properties of nonradiating sou…

math.AP2023

Uniqueness of an inverse cavity scattering problem for the biharmonic wave equation

Heping Dong, Peijun Li

This paper addresses an inverse cavity scattering problem associated with the biharmonic wave equation in two dimensions. The objective is to determine the domain or shape of the c…

math.AP2023

Nonradiating sources of the biharmonic wave equation

Peijun Li, Jue Wang

This paper offers an extensive exploration of nonradiating sources for the two- and three-dimensional biharmonic wave equations. Various equivalent characterizations are derived to…