Boundary Value Problems for Linear and Nonlinear Second Order Ordinary Differential Equations with Involutions
Sarsenbi A. Sarsenbi A. Seilbekov B.
June 2025Springer
Journal of Mathematical Sciences (United States)
2025#291Issue 1117 - 134 pp.
We study the solvability of boundary value problems for one-dimensional linear and nonlinear second order differential equations with involution in the second order derivative. We construct the Green functions of the corresponding linear boundary value problems with involution in an explicit form.
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Kuatbekov Peoples’ Friendship University, 32b, Tole bi St., Shymkent, 160011, Kazakhstan
Auezov South Kazakhstan State University, 5, Tauke Khan Av., Shymkent, 160012, Kazakhstan
Zhanibekov South Kazakhstan Pedagogical University, 13, Baitursynov St, Shymkent, 160012, Kazakhstan
Kuatbekov Peoples’ Friendship University
Auezov South Kazakhstan State University
Zhanibekov South Kazakhstan Pedagogical University
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