The question of existence and approximate construction of a boundary value problem solution for a differential equations system with finite quantity of transformed arguments and linear twopoint boundary conditions is investigated by the numerical-analytical method.
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Filipchuk M.P. Averaging method in boundary value problems for differential equations with a rejected argument: Dissertation....candidate of physical and mathematical sciences–Chernivtsi, 1999. – 142 p.
- ACS Style
- Filipchuk, M.P. Two-point boundary value problem for a system with many transformed arguments. Bukovinian Mathematical Journal. 2017, 5
- AMA Style
- Filipchuk MP. Two-point boundary value problem for a system with many transformed arguments. Bukovinian Mathematical Journal. 2017; 5(1-2).
- Chicago/Turabian Style
- Mykola Petrovych Filipchuk. 2017. "Two-point boundary value problem for a system with many transformed arguments". Bukovinian Mathematical Journal. 5 no. 1-2.