Home | english  |  Impressum  |  Datenschutz  |  Sitemap  |  Intranet  |  KIT
Arbeitsgruppe 4: Inverse Probleme

Sekretariat
Kollegiengebäude Mathematik (20.30)
Zimmer 1.041

Adresse
Institut für Angewandte und Numerische Mathematik
Englerstr. 2
D-76131 Karlsruhe

Email: agip-sekretariat@ianm.kit.edu

Öffnungszeiten:
Montag - Freitag 11:00-12:00 und 13:00-15:00 Uhr

Tel.: 0721 608 42051

Fax.:

Foto von Oleksandr Bondarenko M.Sc. Oleksandr Bondarenko

Sprechstunde: Dienstags von 15 bis 16 Uhr oder nach Absprache
Zimmer: 1.049 Kollegiengebäude Mathematik (20.30)
Tel.: 0721 608 46611
Email: bondarenko@kit.edu

I just finished my PhD in mathematics under the supervision of Prof. Andreas Kirsch. Here is a link to my CV.

My main research interest lies in the area of inverse scattering. In my PhD thesis I studied an inverse problem arising from electromagnetic scattering by a medium covered with a very thin and highly conducting layer. Please see my research statement for more details.

Research interests: PDE, Ill-posed Problems, Inverse Scattering, Perturbation Theory.

Teaching: Inverse Problems, Integral Equations, Scattering Theory, Introduction into Maxwell's Equations, Advanced Mathematics II/III.

Publications

1. O. Bondarenko, I. Harris, A. Kleefeld, Existence of an Infinite Set of Transmission Eigenvalues for a Problem with Conductive Boundary Conditions. Applicable Analysis. (2016) (submitted)

2. O. Bondarenko, A. Kirsch, The Factorization Method for Inverse Scattering by a Penetrable Anisotropic Obstacle with Conductive Transmission Conditions. Inverse Problems. (2015) (submitted)

3. O. Bondarenko, A. Kirsch, X. Liu, The Factorization Method for Inverse Obstacle Scattering with Conductive Boundary Conditions. Inverse Problems (2013), 29/9.

4. O. Bondarenko, A. Kirsch, X. Liu, The Factorization Method for Inverse Acoustic Scattering in a Layered Medium. Inverse Problems (2013), 29/4.

Ph. D. Thesis: The Factorization Method for Conducting Transmission Conditions.

Master's Thesis: Optimal Control for an Impedance Boundary Value Problem.





Aktuelles Lehrangebot
Semester Titel Typ
Sommersemester 2015 Vorlesung
Wintersemester 2014/15 Vorlesung