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The study of mixed problem for one class fourth order differential equations

Authors

Aliyev Samed Jahangir oqlu,, Aliyeva Arzu Qambar qizi

Annotation

In this paper, we study the almost everywhere solution of one dimensional mixed problem for one class fourth order differential equations and some a priori estimates are obtained for the almost everywhere solution of the mixed problem under consideration.

Keywords

mixed problem
differential equation
a priori estimate.

Authors

Aliyev Samed Jahangir oqlu,, Aliyeva Arzu Qambar qizi

References:

1. Aliyev S., Aliyeva A. The investigation of one-dimensional mixed problem for one class of nonlinear fourth order equations, European Journal of Technical and Natural Sciences, Vienna, №2, 2020, p.16-18.

2. Aliyeva A. Some a priori estimates for solutions of one-dimensional mixed problem for one class of semilinear fourth order equations, The USA Journal of Applied Sciences, Cibunet Publishing, №1, 2016, p.15-19.

3. Aliyeva A. On the existence in large for almost everywhere solution of one-dimensional mixed problem for a class of semilinear fourth order equations of Sobolev type, Proceedings of Institute of Mathematics and Mechanics, 2009, Baku, p.19-36.

4. Beckenbach E., Bellman R.: Inequalities, Mir, 1965, 276 p (in Russian)

5. Khudaverdiyev K.: Multidimensional mixed problem for nonlinear hyperbolic equations, Az. gostekn. University publ. Baku, 2011, 611p. (in Russian).

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