Dr.  Dmitry Ponomarev
Finding eigenvalues as solution of asymptotical characteristic equation
Finding eigenvalues as solution of asymptotical characteristic equation
Scaling for an NLS model of laser beam propagation in a photopolymer
Scaling for an NLS model of laser beam propagation in a photopolymer
Obstacle (2 black circles) identification: red curve is the last iteration
Obstacle (2 black circles) identification: red curve is the last iteration
Cauchy problem for Laplace equation with "interior measurements"
Cauchy problem for Laplace equation with "interior measurements"
Formulas for magnetization moment for the set-up in an EAPS lab, MIT
My analytical triumph for magnetization estimation in the set-up of EAPS lab, MIT
Working from home
Attack on the truncated Poisson operator eigenvalue problem
 An attack on the spectral problem for the truncated Poisson operator

I am an applied mathematician primarily interested in real-life problems whose treatment requires analysis of a model / justification of the approximation or those that can be effectively tackled with analytical tools such as asymptotic methods or closed-form solution reducibility.

I enjoy learning new things while working on diverse subjects analyzing a problem, devising a constructive solution approach and verifying / implementing it numerically. The topics I have previously worked on include:

At the present time, I am a postdoctoral researcher at POEMS wave propagation group, Applied Mathematics department, ENSTA ParisTech, France.
Together with Laurent Bourgeois, we are dealing with inverse obstacle problem for wave equation in time-domain with limited space-time data.

You can contact me by email: dmvpon@gmail.com / dmitry.ponomarev@asc.tuwien.ac.at, or find me at:
Office DA 06 L14, Institute of Analysis & Scientific Computing, Vienna University of Technology, Wiedner Hauptstrasse 8, Vienna, Austria.