Beschreibung:
We extend our results on the degree of ill-posedness for linear integration opera-tors A with weights mapping in the Hilbert space L^2(0,1), which were published inthe journal 'Inverse Problems' in 2005 ([5]). Now we can prove that the degree onealso holds for a family of exponential weight functions. In this context, we empha-size that for integration operators with outer weights the use of the operator AA^*is more appropriate for the analysis of eigenvalue problems and the correspondingasymptotics of singular values than the former use of A^*A.