3 papers
math.CA2021
Approximation properties of solutions to multipoint boundary-value problems
A. A. Murach, O. B. Pelekhata, V. O. Soldatov
We consider a wide class of linear boundary-value problems for systems of ordinary differential equations of order , known as general boundary-value problems. Their solution…
math.CA2020
Approximation properties of multipoint boundary-value problems
Hanna Masliuk, Olha Pelekhata, Vitalii Soldatov
We consider a wide class of linear boundary-value problems for systems of -th order ordinary differential equations whose solutions range over the normed complex space $(C^{(n)}…
math.CA2018
One-dimensional parameter-dependent boundary-value problems in Hölder spaces
Hanna Masliuk, Vitalii Soldatov
We study the most general class of linear boundary-value problems for systems of -th order ordinary differential equations whose solutions range over the complex Hölder space $C…