On behalf of the International Program Committee we are pleased to inform you that the Ninth International Conference "Inverse Problems: Modeling and Simulation" will be held during May 21 – 25, 2018, in the distinguished hotel of the Mediterranean Region, in Paradise-Bay Hotel, Malta. The main sponsor of the conference are The Eurasian Association on Inverse Problems (EAIP, http://www.eurasianip.org/ ).

As with the previous eight IPMS conferences, the objective of this meeting is to be multidisciplinary and international, bringing together scientists working on various topics of inverse problems in diverse areas, such as mathematics, engineering, physics, geology, chemistry, biology, medicine, material science, nanotechnology, meteorology, finance, and many areas in the fields of biotechnology, genetics and ecology.

This conference will be held under the auspices of The Eurasian Association on Inverse Problems (EAIP) and also the leading international journals "Inverse Problems", "Journal of Inverse and Ill-Posed Problems", "Inverse Problems in Science and Engineering". The main aim of the conference is to bring together all classical and new inverse problems areas from various international scientific schools and to discuss new challenges of inverse problems in current interdisciplinary sciences.

Social Program of the conference includes Welcome Cocktail (free), Banquet (free), half-day tour to the island of Gozo, full-day boat ride and full-day sity tour.

We are looking forward to welcoming you in Malta.

Plenary Speakers

Mathematical analysis of ultrafast ultrasound imaging
Prof.Dr. Laurent Bourgeois
Prof.Dr. Laurent Bourgeois Laboratoire POEMS, Paris, France
On mixed formulations of quasi-reversibility and their application to inverse obstacle problems
Prof.Dr. Thorsten Hohage
Prof.Dr. Thorsten Hohage University of Göttingen, Germany
Stability estimates and variational source conditions
Prof.Dr. Thomas Schuster
Prof.Dr. Thomas Schuster University of Saarland, Germany
Different views onto solving the nonlinear problem of terahertz tomography