Inverse acoustic and electromagnetic scattering theory DL Colton, R Kress, R Kress Springer 93, xii+ 334, 1998 | 7822 | 1998 |
Linear integral equations R Kress, V Maz'ya, V Kozlov springer 82, 1, 1989 | 4719 | 1989 |
Integral equation methods in scattering theory D Colton, R Kress Society for Industrial and Applied Mathematics, 2013 | 4022 | 2013 |
Numerical analysis R Kress Springer Science & Business Media, 2012 | 832 | 2012 |
A Nyström method for boundary integral equations in domains with corners R Kress Numerische Mathematik 58 (1), 145-161, 1990 | 298 | 1990 |
On the numerical solution of a hypersingular integral equation in scattering theory R Kress Journal of computational and applied mathematics 61 (3), 345-360, 1995 | 294 | 1995 |
Uniqueness in inverse obstacle scattering (acoustics) A Kirsch, R Kress Inverse problems 9 (2), 285, 1993 | 293 | 1993 |
Minimizing the condition number of boundary integral operators in acoustic and electromagnetic scattering R Kress The Quarterly Journal of Mechanics and Applied Mathematics 38 (2), 323-341, 1985 | 263 | 1985 |
Inverse scattering from an open arc R Kress Mathematical Methods in the Applied Sciences 18 (4), 267-293, 1995 | 218 | 1995 |
Transmission problems for the Helmholtz equation R Kress, GF Roach Journal of Mathematical Physics 19 (6), 1433-1437, 1978 | 215 | 1978 |
Nonlinear integral equations and the iterative solution for an inverse boundary value problem R Kress, W Rundell Inverse problems 21 (4), 1207, 2005 | 214 | 2005 |
Two methods for solving the inverse acoustic scattering problem A Kirsch, R Kress Inverse problems 4 (3), 749, 1988 | 174 | 1988 |
Inverse scattering for shape and impedance R Kress, W Rundell Inverse problems 17 (4), 1075, 2001 | 155 | 2001 |
Boundary integral equations in time-harmonic acoustic scattering R Kress Mathematical and Computer Modelling 15 (3-5), 229-243, 1991 | 149 | 1991 |
An optimization method in inverse acoustic scattering A Kirsch, R Kress Boundary elements IX 3, 3-18, 1987 | 147 | 1987 |
Newton’s method for inverse obstacle scattering meets the method of least squares R Kress Inverse Problems 19 (6), S91, 2003 | 145 | 2003 |
Using fundamental solutions in inverse scattering D Colton, R Kress Inverse problems 22 (3), R49, 2006 | 144 | 2006 |
On the denseness of Herglotz wave functions and electromagnetic Herglotz pairs in Sobolev spaces D Colton, R Kress Mathematical methods in the applied sciences 24 (16), 1289-1303, 2001 | 124 | 2001 |
On the numerical solution of a logarithmic integral equation of the first kind for the Helmholtz equation R Kress, IH Sloan Numerische Mathematik 66, 199-214, 1993 | 122 | 1993 |
On the far‐field operator in elastic obstacle scattering CJS Alves, R Kress IMA Journal of Applied Mathematics 67 (1), 1-21, 2002 | 111 | 2002 |