KOSHI – BUNYAKOVSKIY – SHVARS INTEGRAL TENGSIZLIGI VA UNING IQTISODIYOTDAGI ROLI

KOSHI – BUNYAKOVSKIY – SHVARS INTEGRAL TENGSIZLIGI VA UNING IQTISODIYOTDAGI ROLI

##article.authors##

  • Saipnazarov Shaylovbek Aktamovich

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https://doi.org/10.5281/zenodo.17871125

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integral, integral tengsizlik, funksiya, vektor, kovariatsiya, korrelyasiya.

##article.abstract##

Iqtisodiy jarayonlarni modellashtirishda integral tengsizlikni va tengliklarni iqtisodiyotdagi ahamiyatini
baholash uchun bu tengsizlikka doir iqtisodiy masalalar ko‘rib chiqildi.

Биография автора

Saipnazarov Shaylovbek Aktamovich

TDIU, Oliy va amaliy matematika kafedrasi dotsenti

Библиографические ссылки

Wigren T. (2015). The Cauchy – Schwarz inequality. University, Department of mathematics.

Steele J.M. (2004). Cauchy – Schwarz master class: An Introduction to the Art of mathematical Inequalities.

Mathematical association of America, Washington, D.C.

Dragomiz S.S. (2010). Refinements of the Cauchy – Bungakovsky – Schwarz Ihequality, Linear and Multilinear

Algebra, Vol. 58, No 3, 271-284. DoI.

Montazeri, S. (2023). New refinements of the Cauchy – Bunyakovsky inequality. Journal of Inequalities AND

Applications, Article ID.

Minculete, N. (2021). About the Cauchy-Bunyakovsky-schwarz Inequality for Hilbert space operators. Symmetry,

(2), 305. DOI: 10.3390/sym 13020305.

Abdullayev A. (2021). Funksional tahlil va tengsizliklar nazariyasi. – Toshkent: TATU

Загрузки

##submissions.published##

2025-12-01
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