[1] Cakoni F, Colton D. Qualitative Approach to Inverse Scattering Theory. New York:Springer, 2014 [2] Cakoni F, Haddar H. Special issue on transmission eigenvalues. Inverse Probl, 2013, 29:100201 [3] Cakoni F, Haddar H. On the existence of transmission eigenvalues in an inhomogeneous medium. Applic Anal, 2009, 88:475-493 [4] Cakoni F, Colton D, Haddar H. The interior transmission problem for regions with cavities. SIAM J Math Anal, 2010, 42:145-162 [5] Cakoni F, Colton D, Gintiders D. The interior transmission eigenvalue problem. SIAM J Math Anal, 2010, 42:2912-2921 [6] Cakoni F, Colton D, Meng S. The inverse scattering problem for a penetrable cavity with internal measurements. Inverse Problems and Applications (Contemporary Mathematics Vol 615), 2014:71-88 [7] Cakoni F, Haddar H. Transmission eigenvalues in inverse scattering theory. Inverse Problems and Applications, Inside Out 2(MSRI Publication Vol 60, Cambridge University Press), 2013:529-580 [8] Cakoni F, Gintiders D, Haddar H. The existence of an infinite discrete set of transmission eigenvalues. SIAM J Math Anal, 2010, 42:237-255 [9] Colton D, Kress R. Inverse Acoustic and Electromagnetic Scattering Theory. Berlin:Springer, 1998 [10] Colton D, Monk P. The inverse scattering problem for acoustic waves in an inhomogeneous medium. Quart J Mech Applied Math, 1988, 41:97-125 [11] Colton D, Monk P, Sun J. Analytic and computational method for transmission eigenvalues. Inverse Probl, 2010, 26:045011 [12] Colton D, Leung Y J, Meng S. The inverse spectral problem for exterior transmission eigenvalues. Inverse Probl, 2014, 30:055010 [13] Colton D, Päivärinta L, Sylvester J. The interior transmission problem. Inverse Probl Imaging, 2007, 1:13-28 [14] Colton D, Meng S. Spectral properties of the exterior transmission eigenvalue problem. Inverse Probl, 2014, 30:105010 [15] Cossonniere A, Haddar H. Surface integral formulation of the interior transmission problem. J Integral Equ Appl, 2013, 25:1123-1138 [16] Guo G, Fan L, Yan G. The boundary integral method for the Helmholtz equaiton with cracks inside a bounded domain. Acta Math Sci, 2015, 35B:539-551 [17] Kirsch A. On the existence of transmission eigenvalues. Inverse Probl Imaging, 2009, 3:155-172 [18] Li T X, Huang W Q, Lin W W, et al. On Spectral analysis and a noval algorithm for transmission eigenvalue problems. J Sci Comput, 2015, 64:83-108 [19] Päivärinta L, Sylvester J. Transmission eigenvalues. SIAM J Math Anal, 2008, 40:738-753 [20] Yan G, Mao Y. On the nonexistence of transmission eigenvalues for regions with cavities. Comm Partial Differ Equ, 2011, 36:1510-1519 [21] Yang F, Monk P. The interior transmission problem for regions on a conducting surface. Inverse Probl, 2014, 30:015007 |