Isaac Harris

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Assistant Professor

Purdue University

United States

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Isaac Harris is an Assistant Professor at Purdue University in the United States. His research primarily focuses on inverse problems and scattering theory, particularly in relation to anisotropic materials and conductive boundaries. Recent contributions include studies on sampling methods for buried corroded structures, transmission eigenvalues, and reconstruction methods for electromagnetic sources.

Recent Grants

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New Sampling Algorithms and Inverse Spectral Methods in Scattering

Open Date: 2021-07-01

Close Date: 2024-07-01

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Collaborators (3)

Trung Truong

Assistant Professor

Marshall University

UNITED STATES

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Thu Le

Van Vleck Visiting Assistant Professor

University of Wisconsin-Madison

UNITED STATES

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Chih-Li Sung

Michigan State University

UNITED STATES

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Isaac Harris

Research Interests

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About

Recent Grants

Articles (22)

A direct reconstruction method for radiating sources in Maxwell’s equations with single-frequency data

Sampling Methods for Recovering Buried Corroded Boundaries from Partial Electrostatic Cauchy Data

On the transmission eigenvalues for scattering by a clamped planar region

Two direct sampling methods for an anisotropic scatterer with a conductive boundary

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

The anisotropic interior transmission eigenvalue problem with a conductive boundary

Functional-Input Gaussian Processes with Applications to Inverse Scattering Problems

Analysis of the monotonicity method for an anisotropic scatterer with a conductive boundary

Inverse parameter and shape problem for an isotropic scatterer with two conductivity coefficients

Direct sampling method via Landweber iteration for an absorbing scatterer with a conductive boundary

On reconstruction of small sources from Cauchy data at a fixed frequency

A direct method for reconstructing inclusions and boundary conditions from electrostatic data

Analysis of the transmission eigenvalue problem with two conductivity parameters

Reconstruction of extended regions in EIT with a generalized Robin transmission condition

Reciprocity gap functional for potentials/sources with small-volume support for two elliptic equations

Regularized factorization method for a perturbed positive compact operator applied to inverse scattering

Dirichlet spectral-Galerkin approximation method for the simply supported vibrating plate eigenvalues

Reconstruction of small and extended regions in EIT with a Robin transmission condition

A sparsity-constrained sampling method with applications to communications and inverse scattering

Analysis and computation of the transmission eigenvalues with a conductive boundary condition

On the inverse scattering from anisotropic periodic layers and transmission eigenvalues

Regularization of the factorization method applied to diffuse optical tomography

Collaborators (3)

Trung Truong

Thu Le

Chih-Li Sung

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