Extensions of the inverse Born series with Fourier and polarization techniques are proposed to reconstruct scattering potentials from phaseless data.
Sharp Bounds for the Modulus and Phase of
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Inverse Born series and reduced inverse Born series are constructed for Dirac inverse scattering in waveguide arrays, with convergence analysis, error estimates, and numerical validation.
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Reconstruction methods for inverse scattering problems with phaseless data
Extensions of the inverse Born series with Fourier and polarization techniques are proposed to reconstruct scattering potentials from phaseless data.
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Inverse Scattering for Dirac Equations Arising in Waveguide Arrays
Inverse Born series and reduced inverse Born series are constructed for Dirac inverse scattering in waveguide arrays, with convergence analysis, error estimates, and numerical validation.