Position: Docent, Computational Mathematics Department
Scientific degree: Candidate of Physical and Mathematical Sciences
Numerical solution of initial boundary value problems for differential equations.
- Chapko R.. S. Recovering boundary data in planar heat conduction using a boundary integral equation / Chapko R.. S., B. T. Johansson and V. Vavrychuk // Electronic Journal of Boundary Elements. 2010. 15 c.
- Chapko R. A projected iterative method based on integral equations for inverse heat conduction in domains with a cut / R. Chapko, B. T. Johansson, V. Vavrychuk // Inverse Problems. – 2013. – Vol. 29, no. 6. – P.1-17.
- Chapko R., Johansson B. T., Vavrychuk V. Numerical solution of parabolic Cauchy problems in planar corner domains // Mathematics and Computers in Simulation. – 2014. – Vol. 101. – P.1-12.
|2013||Candidate of Science (comparable to the Academic Degree of Doctor of Philosophy), 01.01.07 – Computational Mathematics|
|2008-2011||Ivan Franko National University of Lviv. Postgraduate student of the Faculty of Applied Mathematics and Informatics.
Thesis topic: Iterative methods based on integral equations for numerical solution of a Cauchy problem for the parabolic equation (01.01.07 – Computational Mathematics).
Scientific adviser: Prof. Dr. Roman Chapko
|2003-2008||Ivan Franko National University of Lviv.Master’s Degree, Applied mathematics|