BIR NECHA O‘ZGARUVCHIGA EGA BO‘LGAN GIPERGIOMETRIK  FUNKSIYALARINI MA’LUM FORMULALARI BO‘YICHA  YOYILMALARI

VOXOBOV FAZLIDDIN FAXRIDDINJON O‘G’LI; ABDUMANNONOV OLIMJON XURRAMJON O‘G’LI; TOJIMATOV XOJIBEK ABDUSOLI O‘G’LI; ALISHER ABDURAHMONOV ABRORJON O‘G’LI

Vol. 1 No. 8 (2023), Articles

Vol. 1 No. 8 (2023)

BIR NECHA O‘ZGARUVCHIGA EGA BO‘LGAN GIPERGIOMETRIK FUNKSIYALARINI MA’LUM FORMULALARI BO‘YICHA YOYILMALARI

Articles

Published 2023-11-29

VOXOBOV FAZLIDDIN FAXRIDDINJON O‘G’LI⁺⁻
ABDUMANNONOV OLIMJON XURRAMJON O‘G’LI⁺⁻
TOJIMATOV XOJIBEK ABDUSOLI O‘G’LI⁺⁻
ALISHER ABDURAHMONOV ABRORJON O‘G’LI⁺⁻

VOXOBOV FAZLIDDIN FAXRIDDINJON O‘G’LI

QO‘QON DPI Fizika-matematika fakulteti Matematika kafedrasi o‘qituvchisi

ABDUMANNONOV OLIMJON XURRAMJON O‘G’LI

QO‘QON DPI Fizika-matematika fakulteti Matematika Informatika yo‘nalishi talabasi.

TOJIMATOV XOJIBEK ABDUSOLI O‘G’LI

QO‘QON DPI Fizika-matematika fakulteti Matematika Informatika yo‘nalishi talabasi

ALISHER ABDURAHMONOV ABRORJON O‘G’LI

QO‘QON DPI Fizika-matematika fakulteti Matematika Informatika yo‘nalishi talabasi

PDF

DOI

Keywords

Gorn ro‘yxati; ikkinchi tartibli to‘la va konfluent gipergeometrik funksiyalar; Srivastava-Karlsson ro‘yxati; uch o‘zgaruvchili konfluent gipergeometrik funksiyalar

How to Cite

VOXOBOV FAZLIDDIN FAXRIDDINJON O‘G’LI, ABDUMANNONOV OLIMJON XURRAMJON O‘G’LI, TOJIMATOV XOJIBEK ABDUSOLI O‘G’LI, & ALISHER ABDURAHMONOV ABRORJON O‘G’LI. (2023). BIR NECHA O‘ZGARUVCHIGA EGA BO‘LGAN GIPERGIOMETRIK FUNKSIYALARINI MA’LUM FORMULALARI BO‘YICHA YOYILMALARI. Journal of Science-Innovative Research in Uzbekistan, 1(8), 600–604. Retrieved from https://universalpublishings.com/index.php/jsiru/article/view/2882

Abstract

Ushbu maqolada ba'zi asosiy faktlar keltirilgan. Maqolaning asosiy natijalarini taqdim etish uchun zarur bo‘lgan bir nechta o‘zgaruvchilarning gipergeometrik funksiyalari va Burchnell-Chandy operatorlari keltirilgan

PDF

DOI

References

Altin A., Young E.C. Kelvin Principle fora class of singular equations//Internat.J. Math.& Math.Sci. 1989. -v. 12. - № 2. -P. 385-390

Appell P. and Kampe de Feriet J. Fonctions Hypergeometriques et Hyperspheriques;Polynomesd'Hermite.Paris:Gauthier–Villars,1926.—448p

Barros-NetoJ.J.,GelfandI.M.,FundamentalsolutionsfortheTricomioperator //DukeMath.J.98(3),1999.P.465-483

Barros-NetoJ.J.,GelfandI.M.,FundamentalsolutionsfortheTricomioperatorII //DukeMath.J.111(3),2001.P.561-584.

Barros-NetoJ.J.,GelfandI.M.,FundamentalsolutionsfortheTricomioperatorIII //DukeMath.J.128(1),2005.P.119-140.

Bezrodnykh S. I. The Lauricella hypergeometric function, the Riemann Hilbert problem, and some applications //Russ. Math. Surv. 2018, 73(6). P.941-1031

ErdélyiA.,MagnusW.,OberhettingerF.,TricomiF.G.HigherTranscendental Functions, Vol. II. McGraw-Hill, New York, Toronto, London, 1953. 396 p

ErdélyiA.,MagnusW.,OberhettingerF.,TricomiF.G.HigherTranscendental Functions, Vol. III. McGraw-Hill, New York, Toronto, London, 1955. 292 p

ErdélyiA.,MagnusW.,OberhettingerF.,TricomiF.G.Tablesofintegral transforms, Vol. I. McGraw-Hill, New York, Toronto, London, 1954. 392 p

Ergashev A. A., Vakhobov F. F. THE ESSENCE OF THE CONCEPT OF" PROFESSIONAL ACTIVITY OF A MATHEMATICS TEACHER" //Open Access Repository. – 2022. – Т. 8. – №. 12. – С. 147-154

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