External grants
- July 2022-June 2025, The Carleman Contraction Principle for Three-Dimensional Phased and Phaseless Inverse Scattering, National Science Foundation, Grant No. DMS-2208159, PI, $246,641.
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Jan 2018- Dec 2021, Determination of electrical and geometrical characteristics of mine-like and IED-like targets using new globally convergent inverse algorithms, Army Research Office, Grant No. W911NF1910044, Key Participant, $690,114.
Internal grants
- April 2024, College Inclusive Excellence Funding Award.
- Jan – Sep 2023, A new Carleman-based method for the inverse scattering problem with application in detecting anti-personnel devices buried under the ground, CLAS Small Research Grant, PI, $3000.
- Jan – May 2022, A new Carleman-based method for the inverse scattering problem with application in detecting anti-personnel devices buried under the ground, Faculty Research Grant, PI, $8,000.
- Jan – Dec 2020, Synthetic Aperture Radar data for imaging of dielectric constants of objects using the inverse convexification method, Seed Grant for Data Science, PI, $10,000.
- Jan – May 2017, Carleman estimates and a numerical method for the Inverse Source Problem, Faculty Research Grant, PI, $6,000.