Differential systems in Sobolev spaces with generic inhomogeneous boundary conditions
V Mikhailets, O Atlasiuk - arXiv preprint arXiv:2411.15330, 2024 - arxiv.org
The paper contains a review of results on linear systems of ordinary differential equations of
an arbitrary order on a finite interval with the most general inhomogeneous boundary …
an arbitrary order on a finite interval with the most general inhomogeneous boundary …
[PDF][PDF] ODE-Systems with Boundary Inhomogeneous Conditions Containing Higher-Order Derivatives
V Mikhailets, O Atlasiuk - REPORTS OF QUALITDE, 2024 - researchgate.net
The study of systems of ODE is one of the part of investigations in modern analysis and its
applications. Unlike Cauchy problems, the solutions to inhomogeneous boundary-value …
applications. Unlike Cauchy problems, the solutions to inhomogeneous boundary-value …