Proves local uniqueness for multi-frequency backscattering inverse scattering and develops a quantitative direct sampling reconstruction method validated by numerical experiments.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
years
2026 2verdicts
UNVERDICTED 2representative citing papers
The work establishes global uniqueness for simultaneous recovery of convex obstacle geometry and impedance boundary condition from multi-frequency near-field data and introduces a direct-sampling plus optimization algorithm that avoids repeated forward solves.
citing papers explorer
-
A quantitative direct sampling method for inhomogeneities from multi-frequency backscattering measurements
Proves local uniqueness for multi-frequency backscattering inverse scattering and develops a quantitative direct sampling reconstruction method validated by numerical experiments.
-
Inverse Obstacle Scattering from Multi-Frequency Near-Field Backscattering Data
The work establishes global uniqueness for simultaneous recovery of convex obstacle geometry and impedance boundary condition from multi-frequency near-field data and introduces a direct-sampling plus optimization algorithm that avoids repeated forward solves.