3 papers
math.CA2026
Boundary value problems for linear differential-algebraic equations: solvability via the Kronecker canonical form
Anar Assanova, Carsten Trunk, Roza Uteshova +1
The solvability of two-point boundary value problems for constant-coefficient differential-algebraic equations is investigated. Unlike previous studies, which often assume that the…
math.NA2023
Novel approach for solving multipoint boundary value problem for integro-differential equation
Anar Assanova, Elmira Bakirova, Roza Uteshova
In the present paper, we study a multipoint boundary value problem for a system of Fredholm integro-differenial equations by the method of parameterization. The case of a degenerat…
math.CA2023
On the solvability of boundary value problems for linear differential-algebraic equations with constant coefficients
Anar Assanova, Carsten Trunk, Roza Uteshova
We study a two-point boundary value problem for a linear differen\-tial-algebraic equation with constant coefficients by using the method of parameterization. The parameter is set…