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Höft, Thomas


Mathematics
University of Saint Thomas Saint Paul
United States of America

Biography

Thomas Höft is an applied mathematician with research interests focusing on inverse problems in imaging. Prior to joining UST, he was a postdoc at Tufts University, a visitor at NIST, and spent the five years before that working in industry R&D at Lockheed Martin Coherent Technologies just outside Boulder, CO. In his "spare" time, he can be found hiking, playing ultimate, banging on drums, or hanging out with his family. He misses the mountains but is glad to be around lakes again.

Research Interest

Inverse problems in imaging with applications to science and industry, though I'll work on most anything combining science, computing, and mathematics. Currently, I have active research projects in de-noising of remote sensing images, image formation for computational photography, automatic identification of bird song, and fast multipole methods for molecular dynamics simulations. While in industry, I worked on modeling and image analysis for laser RADAR systems, with projects ranging from image formation and reconstruction to phenomenology of laser scattering from airborne particulates. My Ph.D. thesis work used regularization techniques on inverse problems in imaging with applications to nondestructive evaluation of materials in industrial manufacturing processes.

Publications

  • Marron JC, Kendrick RL, Seldomridge N, Grow TD, Höft TA. Atmospheric turbulence correction using digital holographic detection: experimental results. Optics express. 2009 Jul 6;17(14):11638-51.

  • Redman BC, Novotny SJ, Grow T, Rudd V, Woody N, Hinckley M, McCumber P, Rogers N, Hoening M, Kubala K, Shald S. 2D+ 3D face imaging for stand-off biometric identification. InCLEO: Applications and Technology 2011 May 1 (p. ATuF4). Optical Society of America.

  • Hoft TA, inventor; Lockheed Martin Corporation, assignee. Single image DC-removal method for increasing the precision of two-dimensional fourier transform profilometry. United States patent US 8,605,150. 2013 Dec 10.

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