BOUNDARY VALUE PROBLEMS FOR LAPLACE EQUATIONS WITH VARIABLE ARGUMENTS

Authors

  • Qurbanbaev Ó.O. Karakalpak State University , docent.
  • Djakaeva K.D. Nukus Innovation Institute, docent.
  • Joldasbaeva R.B. Karakalpak State University, master’s student .

Abstract

Modern technologies related to mathematical modeling, as well as natural science achievements, make it necessary to search for new boundary value problems for any qualitative classes of differential equations. One such problem, along with ordinary differential equations, are boundary value problems for ordinary differential equations, and then a series of sets for such problems can be created [1-3].

References

Mushkis A.D. Linear differential equations with delay argument. -M.: 1972. -351c.

Norkin S.B. Second order differential equations with a delayed argument. -M.: 1965

Elsgolts L.E., Norkin S.B. Introduction to the theory of differential equations with deviating argument. -M.: 1971. -231 p

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Published

2024-03-31

How to Cite

Qurbanbaev , Ó.O., Djakaeva, K. ., & Joldasbaeva, R. . (2024). BOUNDARY VALUE PROBLEMS FOR LAPLACE EQUATIONS WITH VARIABLE ARGUMENTS. International Bulletin of Engineering and Technology, 4(3), 93–98. Retrieved from https://internationalbulletins.com/intjour/index.php/ibet/article/view/1413

Issue

Vol. 4 No. 3 (2024): International Bulletin of Engineering and Technology

Section

Articles

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This work is licensed under a Creative Commons Attribution 4.0 International License.