On solutions of one class of linear integro-differential equations
Authors:
Abstract
In connection with the study of branching points of nonlinear integro-differential equations, to the solution of which the problem of longitudinal bending of a rod is reduced, N. N. Nazarov proposed to study the integro-differential equation (1) (see article). ... This article proposes a simple method for solving equation (1), which leads to the need to solve one Fredholm integral equation and one algebraic system, the number of unknowns of which does not exceed m (see article).
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(Archived) Articles
Keywords:
integro-differential equations
References
- Nazarov N.N. Proceedings of the Institute of Mathematics and Mechanics, Academy of Sciences of the Uzbek SSR, issue IV, 1948.
- Bunitsky, Bulletin des sciences mathe'm, vol. XXXII, 1908.
- Bratu, Comtes Rendis, vol. C XZVIII, No. 1, 1909.
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