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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

Rubric:Mathematics
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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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