## My publications in inverse problems

### Gravimetry

T. DeLillo, A. Elcrat, E. Kropf, and D. Stewart, Regularization methods applied to an inverse problem in gravimetry in two dimensions, ICIAM 2011, Vancouver, BC.

### Acoustics

T. DeLillo and T. Hrycak, A stopping rule for the conjugate gradient regularization method applied to inverse problems in acoustics, J. Comput. Acoustics, 14, (2006), pp. 397--414.

T. DeLillo, T. Hrycak, and V. Isakov, Theory and boundary element methods for nearfield acoustic holography, J. Comput. Acoustics, 13, (2005), pp. 163--185.

T. DeLillo, V. Isakov, N. Valdivia, and L. Wang,The detection of surface vibrations from interior acoustical pressure, Inverse Problems, 19, (2003), pp. 507--524.

T. DeLillo, V. Isakov, N. Valdivia, and L. Wang,The detection of the source of acoustical noise in two dimensions, SIAM J. Appl. Math., 61, (2001), pp. 2104--2121.

## Conference proceedings

T. DeLillo, T. Hrycak, and N. Valdivia, Iterative regularization methods for inverse problems in acoustics, Proceedings of 2002 ASME International Mechanical Engineering Congress and Exposition, paper number IMECE2002/NCA-32730.

T. DeLillo, V. Isakov, N. Valdivia, and L. Wang, Computational methods for the detection of the source of acoustical noise, Proceedings of the ASME Noise Control and Acoustics Division - 2000, NCA - Vol. 27, Use of Sound and Vibration for System Characterization, S. F. Wu and R. F. Keltie, eds., 2000 ASME International Mechanical Engineering Congress and Exposition, pp. 359--366.

## Some sample acoustic holograms from NRL on a Cessna test section