Olena Atlasiuk

@imath.kiev.ua

Laboratory of Partial Differential Equations
Institute of Mathematics of the National Academy of Sciences of Ukraine



                             

https://researchid.co/atlasiuk

EDUCATION

Institute of Mathematics, NAS of Ukraine (2016-2020)
Department of Nonlinear Analysis, Ph.D. Student
Kherson State University (2015-2016)
Faculty of Physics, Mathematics and Informatics, master's degree (with honors)
Kherson State University (2011-2015)
Faculty of Physics, Mathematics and Informatics, bachelor's degree (with honors)

RESEARCH, TEACHING, or OTHER INTERESTS

Mathematics

RECENT SCHOLAR PUBLICATIONS

    Publications

    Atlasiuk О. М., Mikhailets V. A. Fredholm one-dimensional boundary-value problems in Sobolev spaces // Ukrainian Math. J. --- 2019. --- 70, № 10. --- P. 1526 -- 1537. DOI: 10.1007/s11253-019-01588-w
    Atlasiuk О. М., Mikhailets V. A. Fredholm one-dimensional boundary-value problems with parameter in Sobolev spaces // Ukrainian Math. J. --- 2019. --- 70, № 11. --- P. 1677 -- 1687. DOI: 10.1007/s11253-019-01599-7
    Atlasiuk O. M. Limit theorems for solutions of multipoint boundary-value problems in Sobolev spaces // J. Math. Sci. --- 2020. --- 247, № 2. --- P. 238 -- 247. DOI: 10.1007/s10958-020-04799-w
    Atlasiuk О. М. Limit theorems for the solutions of multipoint boundary-value problems with parameter in Sobolev spaces // Ukrainian Math. J. --- 2021. --- 72, № 8. --- P. 1175 -- 1184. (Scopus, WoS, SJR Q2) DOI: 10.1007/s11253-020-01859-x
    Atlasiuk, O.; Mikhailets, V., Skorobohach T. On the solvability of Fredholm boundary-value problems in fractional Sobolev spaces. Ukrainian Math. J. 75 (2023), , 107--117. DOI: 10.1007/s11253-023-02188-5
    Mikhailets, V.; Atlasiuk, O. The solvability of inhomogeneous boundary-value problems in Sobolev spaces. Banach Journal of Mathematical Analysis, V. 18 (2024), no. 2, article number 12, 23p. DOI: 10.1007/s43037-023-00316-8
    Atlasiuk, O.; Mikhailets, V. On differential systems in Sobolev spaces with generic inhomogeneous boundary conditions. Special volume ''Women in Analysis and PDE'' of ''Research Perspectives Ghent Analysis and PDE Center''

    GRANT DETAILS

    Neuron Endowment Fund, 2022, for young Ukrainian scientists.
    Scientific research work for young scientists of the NAS of Ukraine, 2021 -- 2022, 0121U111949, performer.
    Research project of T. Shevchenko National University and NASU, 2022--2023, 3M--2022, performer.
    Award of the Verkhovna Rada (Parliament) of Ukraine to young scientists for 2022
    ODE systems with boundary conditions containing higher order derivatives 2024–2025
    Grant of the Academy of Finland: Mobility of researchers to Finland, main executor
    Mathematical investigation of hysteresis in material modeling 2023–2024
    EU Strategy for the Danube Region, member

    SOCIAL, ECONOMIC, or ACADEMIC BENEFITS

    European Women in Mathematics, from 2022, coordinator.
    European Mathematical Society Young Academy, from 2023, member.
    Kyiv Mathematical Society, from 2023, member.
    Council of Young Scientists, from 2023 NAS of Ukraine, member.
    Member of the Council of Young Scientists of the Institute of Mathematics of the National Academy of Sciences of Ukraine (2019 - 2022).
    Holder of a fellowship of the National Academy of Sciences of Ukraine for young scientists (May 2021 - March 2022).
    Secretary of the Council of Young Scientists of the Department of Mathematics of the National Academy of Sciences of Ukraine (June 2021 - until now).