Ko‘p o‘zgaruvchili funksiyalarning hususiy hosilalari va differensiallashlar haqida
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Keywords

Xususiy hosila, differensiallanuvchi funksiya

How to Cite

Ko‘p o‘zgaruvchili funksiyalarning hususiy hosilalari va differensiallashlar haqida. (2023). Journal of Science-Innovative Research in Uzbekistan, 1(8), 325-331. https://universalpublishings.com/index.php/jsiru/article/view/2783

Abstract

Ushbu maqolada ayrim masalalarning hususiy hosilalari va differensiallarini yechilish usullari keltirilgan

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References

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Yigitalievich A. U., Fazliddin V. A SYSTEM OF EQUATIONS FOR OSCILLATION AND STABILITY OF A VISCOELASTIC PLATE TAKING INTO ACCOUNT THE GENERALIZED HEAT CONDUCTIVITY EQUATIONS //Galaxy International Interdisciplinary Research Journal. – 2022. – Т. 10. – №. 12. – С. 304-308

Makhmudov B. B., Vokhobov F. F. TOPICS: GAUSS'S THEOREM. INTEGRAL EXPRESSION OF THE HYPERGEOMETRIC FUNCTION ACCORDING TO THE DALANBER PRINCIPLE //Galaxy International Interdisciplinary Research Journal. – 2022. – Т. 10. – №. 12. – С. 138-144.

Yigitalievich A. U., Mirsaid S. SYSTEM OF EQUATIONS OF COUPLED DYNAMIC PROBLEMS OF A VISCOELASTIC SHELL IN A TEMPERATURE FIELD //Galaxy International Interdisciplinary Research Journal. – 2022. – Т. 10. – №. 12. – С. 298-303

Faxriddinjon o'g'li V. F. et al. HYPERGEOMETRIC FUNCTIONS OF SEVERAL VARIABLES //Open Access Repository. – 2023. – Т. 9. – №. 6. – С. 250-252

Faxriddinjon o'g'li V. F. et al. EXPANSIONS OF HYPERGIOMETRIC FUNCTIONS OF SEVERAL VARIABLES ACCORDING TO KNOWN FORMULAS //Galaxy International Interdisciplinary Research Journal. – 2023. – Т. 11. – №. 6. – С. 548-550

Faxriddinjon o'g'li V. F. On Generalized Derivations Of Jordon Algebras //Open Access Repository. – 2022. – Т. 9. – №. 11. – С. 340-343

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