Dynamical Inverse Problems: Theory and Application
Suggested readings
Belishev, M.I. 2007. Recent progress in the boundary control method. Inverse Probl. 23, R1-R67.
Vestroni, F. 2008. Structural identification and damage detection, in: CISM Courses and Lectures No. 499, Morassi, A.; Vestroni, F. (Eds.), Dynamic Methods for Damage Detection in Structures, pp. 111–136, Springer, Wien.
Mottershead, J.E.; Ram, Y.M. 2006. Inverse eigenvalue problems in vibration absorption: passive modification and active control. Mech. Syst. Signal Pr. 20, 5–44.
Oberai, A.A.; Gokhale, N.H.; Feijoo, G.R. 2003. Solution of inverse problems in elasticity imaging using the adjoint method. Inverse Probl. 19, 297–313.
Röhrl, N. 2005. A least-squares functional for solving inverse Sturm-Liouville problems. Inverse Probl. 21, 2009–2017.
Morassi, A. 2008. Damage detection in vibrating beams, in: CISM Courses and Lectures No. 499, Morassi, A.; Vestroni, F. (Eds.), Dynamic Methods for Damage Detection in Structures, pp. 137–182, Springer, Wien.
Parker, K.J.; Taylor, L.S.; Gracewski, S.; Rubens, D.J. 2005. A unified view of imaging the elastic properties of tissue. J. Acoust. Soc. Am. 117, 1440–1447.
Gladwell, G.M.L. 2004. Inverse Problems in Vibration, Kluwer Academic Publishers.
Pöschel, J.; Trubowitz, E. 1987. Inverse Spectral Theory, Academic Press.