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Linear inverse boundary value problem for equation of small transverse vibrations of a rod in the environment with resistance and integral condition of the first kind

TitleLinear inverse boundary value problem for equation of small transverse vibrations of a rod in the environment with resistance and integral condition of the first kind
AuthorsY. T. Mehraliyev1, M. B. Mursalova1, A. A. Mamedov2
1Samara State Technical University
2Lomonosov Moscow State University
AnnotationIn the present paper, a linear inverse boundary value problem with nonlocal integral conditions for equation of the small transverse vibrations of a rod in the environment with resistance is investigated.
Keywordsinverse problem, classical solution, nonlinear integral equation, integro-differential equation.
CitationMehraliyev Y. T., Mursalova M. B., Mamedov A. A. ''Linear inverse boundary value problem for equation of small transverse vibrations of a rod in the environment with resistance and integral condition of the first kind'' [Electronic resource]. Proceedings of the International Scientific Youth School-Seminar "Mathematical Modeling, Numerical Methods and Software complexes" named after E.V. Voskresensky (Saransk, July 29-31, 2025). Saransk: SVMO Publ, 2025. - pp. 296-299. Available at: https://conf.svmo.ru/files/2025/papers/paper62.pdf. - Date of access: 30.08.2025.