Inverse Linear Problems on Hilbert Space and their Krylov Solvability

“Linear inverse problems constitute a mature research domain with an attractive mathematical theory and fascinating real-world applications. … The well-written book presents nice theoretical results, illustrative examples, and encouraging numerical results and should be of interest to the inverse problems community and the researchers in Krylov subspace-based methods.” (Akhtar Khan, zbMATH 1514.65001, 2023)



“The material could be used for a single-subject thematic graduate course. Furthermore, it could be used as a reference guide for experts in neighboring fields, such as operator theorists, applied and numerical analysts, etc. … The monograph ends with an appendix with an outlook on general projection methods and weaker convergence. There is an elaborate list of references and a nice index.” (Kees Vuik, Mathematical Reviews, August, 2023)