Nonlinear and Inverse Problems in Electromagnetics

Alekseev, G.V. and Spivak, Y.E: Optimization Analysis of a 2D Magnetic Cloaking Problem for Bilayer Structure.- Derevyanchuk, E.D., Shutkov, A.S. and Smirnov, Y.G: Synthesis Problem and Mathematical Modeling of Multilayered Absorbing Coating.- Evstigneev, R.O. and Medvedik, M.Y: Inhomogeneity Parameters Reconstruction by Measurements of Near Field Outside the Body.- Smirnov, Y., Smolkin, E. and Kurseeva, V: Di raction of TE Polarized Electromagnetic Waves by a Layer with a Nonlinear Medium.- Angermann, L., Shestopalov, Y.V., Smirnov, Y.G. and Yatsyk, V.V: Nonlinear Multiparameter EV Problem.- Smolkin, E: Numerical Study of the Azimuthal Symmetric Hybrid Waves in a Nonlinear Cylindrical Waveguide.- Medvedik, M.Y., Smirnov, Y.G. and Tsupak, A.A: Two-step Method for Solving Inverse Problem of Di raction by an Inhomogenous Body.- Beilina, L. Niinimaki, K: Numerical Studies of the Lagrangian Approach for Reconstruction of the Conductivity in a Waveguide.- Beilina, L., Guillot, G. and Niinimaki, K: On Finite Element Method for Magnetic Resonance Imaging.- Beilina, L., Cristofol, M. and Li, S: Uniqueness, Stability and Numerical Reconstruction of a Time and Space-dependent Conductivity for an Inverse Hyperbolic Problem.

L. Beilina is a professor in the Department of Mathematical Sciences at Chalmers University of Technology at the University of Gothenburg.
Yu. G. Smirnov is a professor at Penza State University.