Title | Numerical solution of the inverse problem for integral dynamic models with discontinuous kernels |
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Authors | A. N. Tynda^{1}, D. N. Sidorov^{2, 3}^{1}Penza State University ^{2}Melentiev Energy Systems Institute Siberian Branch of the Russian Academy of Sciences ^{3}Irkutsk National Research University |

Annotation | The paper presents a numerical method for solving the inverse problem for a mathematical model described by a weakly regular Volterra integral equation of the first kind with kernel having a discontinuity along a smooth curve. |

Keywords | Volterra integral equation of the first kind, discontinuous kernels, inverse problem, arithmetic complexity. |

Citation | Tynda A. N., Sidorov D. N. ''Numerical solution of the inverse problem for integral dynamic models with discontinuous kernels'' [Electronic resource]. Proceedings of the International Scientific Youth School-Seminar "Mathematical Modeling, Numerical Methods and Software complexes" named after E.V. Voskresensky (Saransk, July 14-18, 2022). Saransk: SVMO Publ, 2022. - pp. 193-199. Available at: https://conf.svmo.ru/files/2022/papers/paper30.pdf. - Date of access: 30.11.2022. |

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