Numerical solution of direct and inverse problems using integral equations method.
- Beshley A. V. On the numerical solution of a mixed boundary value problem for the elliptic equation with variable coefficients in doubly connected planar domains / A. V. Beshley // Journal of Numerical and Applied Mathematics. – 2018. – №2 (128). – P. 3-15.
- Бешлей А. On the integral equation approach for solution of a Neumann boundary value problem for an elliptic equation with variable coefficients / А. Бешлей // Вісн. Львів. ун-ту. Сер. прикл. матем. та інф. – 2018. – Вип. 26. – C. 9-19.
- Beshley А. An integral equation method for the numerical solution of a Dirichlet problem for second order elliptic equations with variable coefficients / A. Beshley, R. Chapko, B.T. Johansson // Journal of Engineering Mathematics. – 2018. – Vol. 112, Issue 1. – P. 63-73.
- Ostudin B. A. Special estimators for correcting some solutions of integral equations / B.A. Ostudin, Ya.S. Garasym, A. Beshley // Journal of Numerical and Applied Mathematics. – 2015. – № 2 (119). – С. 50-59.
|Since 2015||Ivan Franko National University of Lviv. Post-graduate student of Faculty of Applied Mathematics and Informatics. Speciality: 01.01.07 “Numerical Mathematics”. Scientific supervisor: Professor Roman Chapko. Thesis of the research work: “Numerical solution of planar boundary value problems for elliptic equation with variable coefficients by integral equations approach”.|
|2010-2015||Ivan Franko National University of Lviv. Student of Faculty of Applied Mathematics and Informatics. Master’s degree of “Applied Mathematics” speciality; Scientific supervisor: Associate Professor Borys Ostudin.|
|Ukrainian. Place and date of birth: Lviv region, Pustomyty district, Yastrubkiv village, August 1, 1993.|