Application of numerical methods for eigenvalue problems.

• Yarosko S., Yarosko O. On numerical methods of finding an approximate solution of multi-parameters eigenvalue problems // Mathematical Modeling and Computing, Vol. 4, No. 2, pp. 197–205 (2017)
• Yaroshko O. On the application of Multiparameter inverse eigenvalue problem and numerical methods for finding its solution // Journal of computational and applied mathematics, 2, 2016. pp. 159-166
• Khlobystov V., Podlevskyi B., Yaroshko O. One Method of Solving Linear Multiparameter Eigenvalue Problem // Parameters 1, 2015
• Yaroshko O., Podlevskyi O., Khlobystov V. Gradient Method of Solving Linear Multiparameter Eigenvalue Problem // Visnyk of the Lviv University. Series Appl. Math. and Informatics. Issue 23. P. 37–48
• Podlevskyi B., Yaroshko O. A gradient method of solving inverse eigenvalue problem // Journal of computational and applied mathematics, 2, 2014. pp. 121-129
• Khlobystov V., Podlevskii B., Yaroshko O. A gradient descent method for solving of one class of nonlinear multiparameter eigenvalue problems // Works of the Institute of Mathematics 22(1), 2014. pp. 122-130
• Podlevskyi B., Yaroshko O. Newton’s Method for the Solution of Inverse Spectral Problems // Journal of Mathematical Sciences, Vol. 194, No. 2, 2013

Born in Lviv, Lviv region, Ukraine
EDUCATION AND SCIENTIFIC CAREER:
2012 – 2015 – phd studies at the faculty of Applied Mathematics and Informatics of Ivan Franko National University of Lviv
2007 – 2012 – Faculty of Applied Mathematics and Informatics of Ivan Franko National University of Lviv
1997 – 2007 – Lviv school No 37

JOBS
2015 – present – assistant at the faculty of Applied mathematics and informatics of Ivan Franko National University of Lviv

1st semester
2nd semester