KOSHI – BUNYAKOVSKIY – SHVARS INTEGRAL TENGSIZLIGI VA UNING IQTISODIYOTDAGI ROLI
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https://doi.org/10.5281/zenodo.17871125##article.subject##:
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.
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
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