8. International Conference “Inverse Problems: Modeling and Simulation”

On behalf of the International Program Committee we are pleased to inform you that the Eighth International Conference “Inverse Problems: Modeling and Simulation” will be held during May 23 – 28, 2016, in the distinguished hotel of the Mediterranean Region, in Liberty Hotels, Lykia, Ölüdeniz, Fethiye, Turkey. The main sponsors of the conference are Izmir University, École Polytechnique and The Eurasian Association on Inverse Problems (EAIP).

As with the previous seven 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, Banquet (both free), half-day city tour and full-day boat ride to St. Nicholas Island.

We are looking forward to welcoming you in Ölüdeniz, Fethiye, Turkey.


Inverse Problems in: Tomography; Medical Imaging; Mechanics; Nondestructive Testing; Material Science; Underground Prospecting; Acoustics; Geophysics; Heat and Mass Transfer; Chemistry, Biology, Medicine, Economics, Electromagnetism, Acoustics, Geophysics; Learning Theory

Statistical and Probabilistic Methods
Numerical Inversion Algorithms
Identification Problems for Differential Equations
Geometric Inverse Problems
Regularization Techniques
Design and Shape Optimization
Inverse Scattering
Determination of Boundary and Initial Conditions
Inverse Coefficient and Source Problems
Computational Methods
Identifiability Concepts
Spectral Inversion
Data Analysis



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