Plenary Invited Speakers

G. Chavent (University of Paris IX Dauphine and INRIA, France)
Refinement indicators for vector parameters and application to
colour image segmentation

M. Klibanov*, M. A. Fiddy*, L. Beilina**, N. Patong* and J. Schenk*
(*University of North Carolina at Charlotte, ** Chalmers University of Technnology and Gothenburg University, Gothenburg, Sweden)
Blind testing on nanotechnology experimental data of globally convergent numerical method for a coefficient inverse problem

P. Mathe (Institute for applied Analysis and Stochastics, Germany)
Calculus for regularization under general smoothness assumptions

U. Tautenhahn (Universty of Zittau/ Görlitz, Germany)
On the ınterpolation method for deriving conditional stability estimates in ill-posed problems

A. Yagola (Moscow State University, Russia)
Error estimation for ill-posed problems with a priori information

S. Alimov (Tashkent Branch of Moscow State University, Uzbekistan)
On the null controllability of heat exchange process

S. Kabanikhin (Institute of Computational Mathematics and Mathematical Geophysics SB RAS, Russia)
Numerical analysis of inverse problems of Geophysics

A. Hasanoğlu (Hasanov) (Department of Mathematics and Computer  Science Izmir University, Turkey) 
Identification of unknown source term in a vibrating cantilevered beam from final overdetermination

F. Zirilli (Universita La Sapienza, Roma, Italy)  
The analysis of hedge funds data using stochastic dynamical systems

V. Kurkova (Institute of Computer Science, Prague, Czech Republic)
Learning as an inverse problem in reproducing kernel Hilbert spaces

Invited Speakers (Alphabetically)

General Sessions (GS)

M. Ahmadi, mohammad.ahmadi@pet.hw.ac.uk
Heriot-Watt University, Edinburgh, UK
Modelling and quantification of structural uncertainties in oil reservoirs

A. Akhtyamov, akhtyamovam@mail.ru
Institute of Mechanics, Ufa Scientific Center of the Russian Academy of Sciences, Russia
Identification of the boundary conditions from natural frequencies

S. Alimov, shavkat_alimov@hotmail.com
Tashkent Branch of Moscow State University, Uzbekistan  
On the null controllability of heat exchange process

A.N. Alimova, anic2002@mail.ru
Kazakh National Pedagogical University, Almaty, Kazakhstan
Inverse problems  of vibrating string

N. Alzhanova, alzhanova.nurzhan@kaznu.kz
Al-Farabi Kazakh National University, Almata, Kazakhstan
Best quadrature on Wiener conditional measure

E. Barkanov, barkanov@latnet.lv
Riga Technical University / Institute of Materials, Latvia
Influence of experimental and numerical errors on the accuracy of identified material properties

D. Batenkov, dima.batenkov@weizmann.ac.il
Department of Mathematics, Weizmann Institute of Science, Rehovot, Israel
Accuracy of shock determination from truncated Fourier data

A. H. Begmatov, Z. H. Ochilov, akrambegmatov@mail.ru
Department Innovation Technologies and High Matematics, Samarkand State University, Uzbekistan
Weakly ill-posed problems and hyperbolic mappings

M.A. Bektemesov, maktagali@mail.ru
Kazakh National Pedagogical University, Almaty, Kazakhstan
Construction of fractal images based on differential equations

V. Burenkov, burenkov@cardiff.ac.uk
L.N. Gumilev Eurasian National University, Kazakstan
Adaptive regularization of convolution type equations in anisotropic spaces with fractional order of smoothness

I. Cherlenyak, cherlenyak@mathematik.uni-siegen.de  
The University of Siegen, Siegen, Germany
Projected Tikhonov regularisation for parameter identification problems in elliptic equations   

M.  Cialkowski, J. Kolodziej*,
Michal.Cialkowski@put.poznan.pl 
Uwe Gampe, Christian Hesse**
* TU Poznan, Poznan, Poland, **TU Dresden, Dresden, Germany
Solution of nonlinear transient heat conduction inverse problem 

G. Dairbayeva, Lazzat.Dairbaeva@kaznu.kz
Al-Farabi Kazakh National University, Almaty, Kazakhstan
A Conjugate gradient method for the cauchy problem for stokes equations

A. Erdem*, A. Hasanoglu (Hasanov)**, B. Pektaş**,
erdem.arzu@gmail.com
**Izmir University,  *Kocaeli University, Turkey
Comparative numerical analysis of  coarse-fine mesh and gradient methods in inverse coefficient problems for parabolic equations

C. Estatico, estatico@unica.it
Department of Mathematics and Computer Science, University of Cagliari, Italy
Shift-invariant approximations of structured shift-variant imaging systems

V. Fedorov, kar@csu.ru
Chelyabinsk State University, Russia
Nonstationary inverse problem for Sobolev type equations

N. Gagunashvili, nikolai@unak.is
University of Akureyri, Iceland
Chi-square tests for comparing weighted histograms
Goodness of fit tests for weighted histograms

M. Garshasbi, m_garshasbi@iust.ac.ir
Damghan University of Basic Sciences, Iran
Parameter estimation in an inverse heat transfer problem

D.Gintides, dgindi@math.ntua.gr 
National Technical University of Athens, Greece
New results about existence of transmission eigenvalues  

K. Grysa, A. Maciag, krzysztof@grysa.pl
Kielce University of Technology, Poland
Identification of coefficients in thermoelasticity with the use of Trefftz and energetic approach (co-author: A. Maciag)

Y. Hajizadeh, yasin.hajizadeh@pet.hw.ac.uk
Institute of Petroleum Engineering, Heriot Watt University, Edinburgh, UK
On the inverse problem of history matching in petroleum engineering; population-based stochastic optimization viewpoint

X. Han, J. Liu, hanxu@hnu.cn
College of Mechanical and Vehicle Engineering, Hunan University, Changsha, P. R. China
Dynamic load identification for uncertain structures

A. Hasanoglu (Hasanov), alemdar.hasanoglu@izmir.edu.tr
Department of Mathematics and Computer  Science, Izmir University, Turkey
Identification of unknown source term in a vibrating cantilevered beam from final overdetermination

A. Hasanoglu (Hasanov) *
alemdar.hasanoglu@izmir.edu.tr
M. Otelbaev** 
*Department of Mathematics and Computer Science, Izmir University, Izmir, Tukey
**Institute of Mathematics, L.N. Gumilev Eurasian National University, Astana, Kazakhstan
Semigroup approach for identification of an unknown source term in a parabolic equation from final overdetermination

A. Hasanoglu (Hasanov) *, S. Tatar **, salihtat@gmail.com
*Department of Mathematics and Computer  Science, Izmir University, Turkey
**Department of Mathematics, Kocaeli University, Turkey
An inversion method for identification of elastoplastic properties of a beam from torsional experiment

H. Itou, h-itou@math.sci.gunma-u.ac.jp
Gunma University, Japan
On reconstruction of an unknown polygonal cavity in a linearized elastic body with one measurement

O. Ivanyshyn, ivanyshy@math.uni-goettingen.de
Institut für Numerische und Angewandte Mathematik,
University of Göttingen, Germany
Identification of sound-soft 3D obstacles from phaseless data

D. Kalaj, davidk@ac.me
University of Montenegro, Montenegro
Invertible harmonic mappings beyond Kneser theorem and quasiconformal harmonic mappings

L. Kaliyagina, Z. Moroz, morozjm@mail.ru
The   Krasnoyarsk Institute of Railway Transport, Krasnoyarsk,  Russia
A game theoretic approach to the question of the priorities’ selection
 
M. A. Kojdecki, m_kojdecki@poczta.onet.pl
Institute of Mathematics and Cryptology, Military University of Technology, Poland
Second discrepancy principle as criterion for choosing parameter in Tikhonov's regularisation of linear operator equations

A. E. Kovtanyuk, ankov@imcs.dvgu.ru
Institute of Applied Mathematics FEB RAS, Vladivostok, Russia
Some inverse problems for the polarized-radiation transfer equation

O.I. Krivorotko, Krivorotko-olga@mail.ru
Novosibirsk State University, Novosibirsk, Russia
Regularization by SVD and r-solution approach. 

G. Kuramshina, kuramshi@phys.chem.msu.ru
Department of Physical Chemistry, Faculty of Chemistry, Lomonosov Moscow State University, Moscow, Russia
Problems  of approaching quantum mechanical molecular force fields to experimental data 

V. Kurkova, vera@cs.cas.cz
Institute of Computer Science, Prague, Czech Republic
Learning as an inverse problem in reproducing kernel Hilbert spaces

T. Lahmer, tom.lahmer@uni-weimar.de
Faculty of Civil Engineering, Bauhaus Universit at Weimar, Germany
Optimal sensor placement for the monitoring of hydro-mechanically influenced buildings

G. Lazareva, lazareva@ssd.sscc.ru
Institute of Computational Mathematics and Mathematical Geophysics SB RAS, Russia
Computational methods for ill-posed problems of gravitational gasodynamics

T. Lucas, trlucas@uncc.edu
Dept. of Mathematics and Statistics, UNC Charlotte, USA
Recovery of the absorption term in diffusion tomography using one simultaneous system generated from many frequencies and sources 

P. Maréchal, pr.marechal@gmail.com
Mathematical Institute of Toulouse, Université Paul Sabatier Toulouse, France
Survey of regularization by mollification. from theory to practice

E. Mazutskaya, A. Naumov a_a_naumov@mail.ru
Economical Informatics, Novosibirsk State Technical University, Russia
Adaptive algoritms for management of economical systems
on the basis of inverse problems

Y. L. Menshikov, Menshikov2003@list.ru
National University of Dnepropetrovsk, Ukraine
Synthesis of adequate mathematical description as inverse problem

A. Mhamdi, Adel.Mhamdi@avt.rwth-aachen.de
RWTH Aachen University, Aachen, Germany
Inverse problems in modeling and identification of pool boiling processes

A. Mohammed, alipm@mathstat.yorku.ca
Department of Mathematics and Statistics, York Univrersity, Ontario, Canada
An ill-posed problem: the Poisson equation with the third boundary condition

Z.Muradoglu (Seyidmamedov), V. Yazıcı ,
zahir@kocaeli.edu.tr
Department of Mathematics, Kocaeli University, Turkey
The numerical solution of an optimal control problem related to the transmission bending problem for an elastic plate

E. Nursultanov, er-nurs@yandex.ru
Kazakh Branch of Moscow State Lomonosov University, Astana, Kazakhstan
About reconstruction of multiplicative transforms of function of many variables

G. Pachshenko, galina_pashenko@mail.ru
Institute of Informatics Problems and Control, Almaty, Republic of Kazakhstan
The procedure for investigation of asymptotic stability of the  linear control system of the interval-given object with delay

E. Pais, ennopais@stv.ee
Department of Mathematics, Tallinn University of Technology, Estonia
Recovering memory kernels in one-dimensional heat flow using additional information at the endpoints of the bar.

B. Pektas, P.Baris, burhan.pektas@izmir.edu.tr
Department of Mathematics and Computer  Science, Izmir University, Turkey
Computational analysis of nonlinear transport-diffusion models of a settler

I. Prokhorov, prh@iam.dvo.ru
Institute of Applied Mathematics FEB RAS, Russia
On the control problem of the tomographic contrast of a medium

M.Qaisi, qaisi@ju.edu.jo
Department of Mechanical Engineering, Jordan University, Jordan
Non-linear normal modes of beams on elastic foundation

P. Reihani, p_reihani@iust.ac.ir
Department of Mathematics, Iran University of Science and Technology, Tehran, Iran
Estimation of an unknown coefficient in an inverse boundary value problem

A. Ryfa, arkadiusz.ryfa@polsl.pl
Silesian University of Technology, Gliwice, Poland
Inverse technique for the estimation of the heat transfer coefficient

B. Rysbaiuly, b.rysbaiuly@ mail.ru
Kazakh-British Technical University, Almaty, Kazakhstan
Determination of the diffusion coefficient of soil water by the method of temperature tomography

S. Serovajsky, serovajskys@mail.ru
al-Farabi Kazakh national university, Kazakhstan
Regularization and approximation methods for an optimal control problem in the ill-posed parabolic system with infinite time horizon

B. Shakenov, b-shakenov@mail.ru
al-Farabi Kazakh National University, Kazakhstan
Experimental & theoretical investigation of solidification of metastable melt mix with suspended inert particles. Phase-filed model and time dependent Landau-Ginsburg equation

K. Shakenov, shakenov2000@mail.ru
Al-Farabi Kazakh National University, Kazakhstan
Solution of some coefficient inverse problem of atmospheric optics

Y. Sultanaev, SultanaevYT@bsu.bashedu.ru
Bashkir State University, Ufa, RUSSIA
On the spectral properties of the singular non-semibounded differential operators

K. Teimoornegad, tymoornegad@yahoo.com
Islamic Azad University, Lahijan, Iran
The effects of source reciever geometry and inverse methods in seismic tomography 

F. Triki, faouzi.triki@imag.fr 
Laboratoire Jean Kuntzmann, Université Joseph Fourier, France
Inverse medium problem with internal data

F. Yaman, yaman@temf.tu-darmstadt.de
Darmstadt Technical University,  Germany
Progress on a combination of shape and conductivity function reconstruction methods for an inverse boundary value problem

Z. Zhunussova, zhzhkh@mail.ru
Al-Faraby Kazakh State University, Almaty, Kazakhstan
One soliton solution of the nonlinear equation

F.Zirilli, f.zirilli@caspur.it
Universita La Sapienza, Roma, Italy
The analysis of hedge funds data using stochastic dynamical systems

Minisymposiums (M1-M12)


V. I. Agoshkov (Institute of Numerical Mathematics
Russian Academy of Sciences, Russia)
Study and solution of a class of the inverse problem for the ocean nonlinear hydrothermodynamics model (M5)

M.V. Assovsky (Institute of Numerical Mathematics Russian Academy of Sciences, Russia)
Variational data assimilation problem for the study of an inverse problem for the tidal dynamics model (M5)

A. Bakushinskii,
A. Smirnova
(Russian Institute of System Analysis, Moscow, Russia)
The reverse connection control for unstable operator equations (M1)

M. Bertocchi (Universita di Bergamo, Bergamo, Italy)
A stochastic model for mortality rate on Italian data (M4)

I. Bleyer (Johannes Kepler, University Linz, Austria)
Regularization of linear integral equations with noisy data and noisy operator (M7)

A. Borsic (Thayer School of Engineering, Dartmouth College, USA)
Breast imaging with electrical impedance tomography (M12)

H. Cao ( (RICAM) Austrian Academy of Sciences, Linz, Austria)
A Carleman estimate and the balancing principle in the quasi-reversibility method for solving the Cauchy problem for the parabolic equation (M1)

C. Clason (Institute for Mathematics,
Karl-Franzens-Universitaet Graz, Austria)
Inverse source problems with L^1-type penalties (M1)

R. Cunderlik (Department of Mathematics and Descriptive
Geometry SvF STU, Bratislava, Slovakia)
Data filtering on the Earth’s surface by the nonlinear diffusion equations (M8)

E. De Vito (Dipartimento di Matematica, Universita degli Studi di Genova, Italy)
Spectral methods for learning high dimensional data (M10)

H. Egger (Technical University Graz, Austria)
A fast inversion algorithm for electromagnetic scattering (M1)

L. Fatone (Universita di Camerino, Camerino(MC), Italy)
Calibration of a stochastic dynamical system used to model spiky prices:an application to electric power prices (M4)

A. G. Fatyanov,
Boris G. Mikhailenko, Valery N. Martynov,
(Institute of Computational Mathematics and Mathematical Geophysics SB RAS, Novosibirsk RUSSIA)
Numerical analytical modeling of seismic wave fields in complex subsurface geometries (M3)

J. Garcke (Institut fuer Mathematik,
Technische Universitaet Berlin, Germany)
Dimension adaptive sparse grids for machine learning (M10)

J. Geissler (Faculty of Mathematics, TU Chemnitz,
Germany)
On convergence rates in variational regularization with general residual term (M2)

A. Goncharsky (Moscow State University, Moscow, Russia)
Some problems of computer tomography in wave approximation(M1)

A. S. Gritsun
V. P. Dymnikov
(Institute of Numerical Mathematics Russian Academy of Sciences, Russia)
Fluctuation-diffusion theorem and inverse problems of atmospheric dynamics (M5)

Y.N. Guan (Institute of Remote Sensing Applications, Chinese Academy of Sciences, Beijing, China)
Remote sensing of coalfire: modeling coalfire impact in ecosystems (M11)

M. Haltmeier (Computational Science Center, University Vienna , Austria)
Convergence rates conditions for convex variational regularization and applications(M2)

A. Handlovicova (Department of Mathematics and
Descriptive Geometry SvF STU, Bratislava, Slovakia)
Finite volume methods for solving level set equation (M8)

U. Hämarik (Institute of Applied Mathematics, Tartu
University, Estonia)
On parameter choice in extrapolated variants of Tikhonov and Lavrentiev methods
(M2 M7)

T. Hein (Faculty of Mathematics, TU Chemnitz, Germany)
On low and high order convergence rates for regularization in Banach spaces (M2)

E. Herrholz (Institute for Computational Mathematics and Informatics, Neubrandenburg University of Applied Sciences, Germany )
A compressive sensing approach for inverse problems (M6)

B. Hofmann (Faculty of Mathematics, TU Chemnitz,
Germany)
An extension of the variational inequality approach for nonlinear ill-posed problems (M1 M2)

B. T. Johansson (School of Mathematics, University of
Birmingham, Birmingham, UK )
Fast and stable reconstruction of harmonic functions from Cauchy data using integral equation techniques (M9)

S. I. Kabanikhin (Institute of Numerical Mathematics and Mathematical
Geophysics, Novosibirsk, Russia)
Numerical analysis of inverse problems of Geophysics  (M3)

E. D. Karepova
V. V. Shaidurov, E. V. Dementyeva
(Institute of Numerical Modeling of Siberian Branch of Russian Academy of Sciences, Russia)
Parallel implementation of numerical solution for some direct and inverse mathematical problems for tidal flows (M5)

K. S. Kazimierski
(Center for Industrial Mathematics, University of Bremen, Germany)
Convergence and convergence rates for iterative regularization
in Banach spaces (M2)

M. S. Khairetdinov,
O. K. Omelchenko, G.M. Voskoboynikova
(Institute of Numerical Mathematics and Mathematical Geophysics, Novosibirsk, Russia) 
Inverse problems in hierarchic monitoring networks (M3)

T. Khan,
(Department of Mathematical Sciences Clemson University  Clemson, South Carolina, USA )
Abstract function spaces and optimal source in optical tomography for maximizing distinguishability (M12)

S. Kindermann (Industrial Mathematics Institute,
University of Linz, Austria)
Regions of stability and regularization of the Cauchy problem for the Helmholtz equation (M2)

E. Klann (RICAM Linz, Austria)
Regularization results for a Mumford-Shah like method with application to tomography data (M2)

V. Kovalevsky
B. Glinsky, D. Karavaev, V.Martynov
(Institute of Computational Mathematics and Mathematical Geophysics SB RAS, Novosibirsk, RUSSIA)
Numerical modeling of the wave fields in the mud volcano structures on parallel computing complexes (M3)

J. Krebs (Institute of Applied Mathematics, University of
Saarland, Saarbruecken, Germany)
Kernel methods for function reconstruction from transformed data (M10)

A. Lakhal (Institute of Applied Mathematics, University of Saarland, Germany)
Imaging of internal material structure using electromagnetic inverse scattering (M6)

D. Lesnic (Department of Applied Mathematics, University of Leeds, UK )
The method of fundamental solutions for inverse Stefan problems (M1 M9)

P J Li (Department of Mathematics, Purdue University,
USA)
Numerical solution of an inverse medium scattering problem with a stochastic source(M11)

 J J Liu (Department of Mathematics Southeast University, Nanjing, P.R.China)
Inverse scattering problems for complex obstacles (M11)

S. Lu (RICAM, Austrian Academy of Sciences, Austria)
Multiparameter regularization in downward continuation of satellite data(M10 M11)

A. Maciag, (Kielce University of Technology, Poland)
K. Grysa
Energetic regularization for inverse elasticity and thermoelasticity problems based on Trefftz functions (M2)

L. Marin ( Institute of Solid Mechanics, Romanian Academy, Romania)
Boundary identification in two-dimensional isotropic linear elasticity using the method of fundamental solutions (M9)

C. Marteau (Institut National des Sciences Appliqués, de
Toulouse, France)
Oracle inequalities for some inverse problem with noisy operator (M7)

V.N. Martynov
B.G. Mikhailenko, G.V. Demidov
(Institute of Computational Mathematics and Mathematical Geophysics SB RAS, Novosibirsk, RUSSIA)
Step-by-step method for solving evolutionary problems with the Laguerre functions(M3)

M. Meyer (Faculty of Mathematics, TU Chemnitz,
Germany)
Parameter identification problems for nonlinear material models (M2)

K. Mikula (Department of Mathematics and Descriptive
Geometry SvF STU, Bratislava, Slovakia)
4D image reconstruction using PDE methods of image processing  (M8)

J. Müller (Imaging Workgroup, Universität Münster,
Germany)
Total variation regularization in 3D PET reconstruction (M6)

A. Neubauer (Industrial Mathematics Institute, University
of Linz, Austria)
On enhanced convergence rates for Tikhonov regularization in Banach spaces (M2)

J. Niebsch ( RICAM, Austrian Academy of Sciences, Austria)
Inverse imbalance reconstruction in rotating machinery (M6)

B. Nilsson (Linnaeus University, Vaxjo, Sweden)
Regularized models to determine beam parameters from vibration data (M4)

S. Nordebo (Linnaeus University, Vaxjo, Sweden)
Fisher information analysis and gradient based optimization for electrical impedance tomography (M4)

J. Offtermatt (Institute of Stochastics and Applications,
University of Stuttgart, Germany)
Recover sparse solutions in systems biology applications with an adaptive algorithm (M2)

R. Palm (Institute of Applied Mathematics, Tartu
University, Estonia)
Numerical comparison of stopping rules in variants of Tikhonov method in terms of accuracy and computational cost (M2)

E. I. Parmuzin
V. I. Agoshkov, Natalia B. Zakharova
(Institute of Numerical Mathematics Russian Academy of Sciences, Russia)
Study and numerical solution of the inverse problem on the vertical heat exchange coefficient in the ocean dynamics model (M5)

S. Pereverzyev (RICAM, Austrian Academy of Sciences)
General fixed-point iteration for nonlinear inverse problems (M1 M7)

S. Pereverzyev Jr (Industrial Mathematics Institute,
Johannes Kepler University of Linz, Austria)
Dual regularized total least squares for the prediction problem in learning theory (M10 M11)

M. Piana (Universita di Genova, Genova, Italy)
Tracking of neural currents from biomagnetic data (M4)

M. Pidcock (Department of Mathematics Sciences, Oxford Brookes University, UK)
Applications of electrode models for electrical impedance tomography (M12)

H. K. Pikkarainen (RICAM, Linz, Austria)
Inverse problems in the space of Radon measures (M2)

R. Ramlau (Industrial Mathematics Institute, University of
Linz, Austria)
Fast iterative multilevel methods for inverse problems (M6 M2)

T. Raus (Institute of Applied Mathematics, Tartu University, Estonia)
About the general family of the regularization parameter choice rules for Tikhonov and Lavrentiev methods (M2 M7)

M. C. Recchioni (Universita Politecnica delle Marche,
Ancona, Italy)
The analysis of electric power price data and of the S&P500 index using a multiscale stochastic volatility model (M4)

T.Reginska (Institute of Mathematics, Polish Academy of Science, Poland)
Regularization of elliptic Cauchy problems: an application to laser beam propagation (M9)

S. Reusswig, (University Mainz, Germany)
Numerical reconstructions from backscatter data in impedance tomography (M12)

N. Rückert (Faculty of Mathematics, TU Chemnitz,
Germany)
Stable parameter identification evaluation of the volatility surface (M2)

P. Sacks (Department of Mathematics, Iowa State
University, USA)
The inverse problem for a hyperbolic system with two characteristic speeds (M1)

S. Sampath (RICAM, Linz, Austria)
Adaptive Kernel selection in learning algorithm via regularization (M10)

K. Schilcher, (Institute of Physics, University of Mainz, Germany)
First results from an electrical impedance tomography specially adapted for future use in mammography (M12)

S. Schmitt (Karlsruhe Institute of Technology (KIT),
Department of Mathematics, Germany)
Determination of the conductivity inside previously located inclusions in EIT (M12)

T. Schrefl (St. Pölten University of Applied Sciences,
Austria)
Inverse problems in computational magnetism (M8)

T. Schuster (Department of Mathematik, Helmut Schmidt University Hamburg, Germany)
The method of approximate inverse as a regularization tool in Banach spaces convergence rates and application to X-ray diffractometry (M2)

C. Sebu, (Oxford Brookes University, UK)
Conductivity imaging using interior potential measurements (M12)

M. Shishlenin (Sobolev Institute of Mathematics,
Novosibirsk, Russia)
 Iterative and direct methods of solving inverse acoustic problems (M1)

V. Shutyaev (Institute of Numerical Mathematics, Russian
Academy of Sciences, Russia)
F. X Le Dimet (MOISE project (CNRS, INRIA, UJF,
INPG); LJK, Universite Joseph Fourier, France)
I. Gejadze (Department of Civil Engineering, University of Strathclyde, UK )
Posterior covariances of optimal solution errors in variational data assimilation (M5)

M. Sini ( RICAM, Linz, Austria )
On uniqueness theorems in inverse obstacle scattering of elastic waves (M9)

T. Sjoden (Linnaeus University, Vaxjo, Sweden)
Determination of wood parameters using electromagnetic measurements (M4)

M. Slodicka (Department of Mathematical Analysis, Ghent
University, Belgium)
Semilinear parabolic problems with nonlocal  conditions (M8)

A. Sushenko (Department of Mathematics, Université de
Cergy-Pontoise, France)
C.Daveau, D. Manuel-Douady, A. Khelify
The numerical inverse problem for the reconstruction of closely spaced small inhomogeneities via boundary measurements for the full time-dependent Maxwell’s equations (M1)

J. Takalo (University of Jyväskylä, Finland)
Wavelet-based inverse method as a tool in papermaking quality management (M6)

U. Tautenhahn (Department of Mathematics, University of Applied Sciences Zittau/Gorlitz, Germany )
Generalized discrepancy principle and regularized total least squares for ill-posed problems with noisy data (M7)

G. Teschke (Department of Mathematics, Univeristy
Neubrandenburg, Germany)
Effcient approximation of sparse solutions in inverse problems (M6 M2)

T.Voronina (The Institute of Computational Mathematics and Mathematical Geophysics, Novosibirsk, Russia)
Inverse algorithm for numerical simulation of a tsunami source (M3)

Y. Wang ( Institute of Geology and Geophysics
Chinese Academy of Sciences, Beijing, China)
On optimized and regularized inversion techniques in complete retrieval of seismic information (M11)

T. Wondrak,
(Forschungszentrum Dresden Rossendorf, Germany)
Contactless inductive flow tomography: principles and applications (M12)

A. Yagola, (Lomonosov Moscow State University, Moscow, Russia)
Error estimation in inverse problems for PDE' s (M1)

V. G. Yakhno (Dokuz Eylul University, Turkey)
Deriving Green’s function of the time-dependent Maxwell’s equations in anisotropic dielectrics: application for direct and inverse problems solving (M5)

V. B. Zalesny*,
Christine Kazantsev**,
( * INM RAS, Moscow, Russia)
(**University J.Fourier, Grenoble, France)
Ocean initialization algorithm based on splitting and adjoint equation method (M5)

M. Zhariy ( Industrial Mathematics Institute, Johannes Kepler University Linz, Austria)
Fast mathematical algorithms in adaptive optics (M6)

  W Y Zheng (Institute of Computational Mathematics and
Scientific/Engineering Computing Academy of Mathematics and Systems Sciences, Chinese Academy of Sciences, Beijing, China)
Adaptive UPML finite element method for scattering problems in layered media (M11)

F. Zirilli (Universita La Sapienza, Roma, Italy)
The use of the statistical test in the calibration of the Black Scholes model(M4)