Inverse Problems and Related Topics

<div>Preface.- I Inverse problems and related topics for partial differential equations: 1. Jin Cheng, Mourad Choulli and Shuai Lu, An inverse conductivity problem in multifrequency electric impedance tomography.- 2. Piermarco Cannarsa and Cristina Urbani, Superexponential stabilizability of degenerate parabolic equations via bilinear control.- 3. Michel Cristofol and Lionel Roques, Simultaneous determination of two coefficients in Itô diffusion processes-theoretical and numerical approaches.- 4. Victor Isakov and Shuai Lu, On the inverse source problem with boundary data at many wave numbers.- 5. Guanghui Hu, Yikan Liu and Masahiro Yamamoto, Inverse moving source problem for fractional diffusion(-wave) equations: determination of orbits.- 6. O. Yu. Imanuvilov and M. Yamamoto, Inverse problems for a compressible fluid system.- 7. Xinchi Huang, Carleman estimate for a general second-order hyperbolic equation.- II Regularizationtheory of inverse problems:.-&nbsp;8. Bernd Hofmann and Peter Mathé, A priori parameter choice in Tikhonov regularization with oversmoothing penalty for non-linear ill-posed problems.- 9. Daniel Gerth, Bernd Hofmann and Christopher Hofmann, Case studies and a pitfall for nonlinear variational regularizationunder conditional stability.- 10. Mykola Krasnoschok, Sergei Pereverzyev, Sergii V. Siryk and&nbsp;Nataliya Vasylyeva, Regularized reconstruction of the order in semilinear subdiffusion with memory.- 11. Ronny Ramlau, Christoph Koutschan, and Bernd Hofmann, On the singular value decomposition of n-fold integration operators.- 12. Daniel Gerth and Stefan Kindermann, The Kurdyka-Šojasiewicz inequality as regularity condition.- 13. Kazufumi Ito, Value function calculus and applications.<br></div>