OPERATORLARNING TEKIS VA KUCHLI YAQINLASHISHI
Keywords:
uniform convergence, strong convergence, operator theory, functional analysis, mathematical modeling, normed spaces, mathematical analysis, schematic convergence.Abstract
This article examines the concepts of uniform and strong convergence,
which play a significant role in functional analysis. The main definitions, properties, and
relationships between these types of convergence are presented. Particular attention is
given to their applications in mathematical modeling and operator theory. The article will
be useful for specialists in mathematical analysis and operator theory.
References
Qosimov, F. (2015). Funksional Tahlil va Lineer Operatorlar. Toshkent: Akademnashr.
Sattorov, X. (2014). Matematik tahlil va uning asoslari. Toshkent: O‘qituvchi.
Anarbekov, S., & Tashkentov, I. (2016). Lineer Algebra va Operatorlar nazariyasi.
Toshkent: Universitet nashri.
Yuldashev, A. (2017). Operatorlar va ularning ilovalari. Toshkent: Fan.
Ismoilov, S. (2012). Funksional tahlil va integral operatorlar. Toshkent: O‘qituvchi.
Abduqahhorov, B. (2013). Matematik analiz va uning qo‘llanmalari. Toshkent: Fan.
Xojayev, N. (2011). Funksional analiz. Toshkent: Mirzo Ulug‘bek nomidagi
O‘zbekiston Milliy Universiteti.
Muhammedov, U. (2018). Operatorlar nazariyasi va uning qo‘llanilishi. Toshkent:
Talqin.
Abdurakhmanov, T., & Yuldashev, A. (2014). Integral operatorlar va ularning tahlili.
Toshkent: Universitet nashri.
Karimov, A. (2019). Funksional analiz va uning matematik modellashtirishdagi roli.
Toshkent: Fan va texnologiya.
Mirzaev, A. (2015). Banax bo‘shliqlari va operatorlar nazariyasi. Toshkent:
Akademiya.
www.innovativepublication.uz
Vol.1 №12 (2024). December
“NAZARIY VA AMALIY FANLARDAGI USTUVOR ISLOHOTLAR
VA ZAMONAVIY TA’LIMNING INNOVATSION YO’NALISHLARI”
Sobirov, R. (2016). Qisman differensial tenglamalar va funksional tahlil. Toshkent:
Fan va texnologiya.
G‘aniyev, T. (2017). Matematik funksiyalar va ularning limit tahlili. Toshkent: Ilm.
Tursunov, X. (2014). O‘zbekiston matematikasi: operatorlar va ularning tahlili.
Toshkent: Universitet nashri.
Rasulov, S. (2012). Matematik analiz asoslari. Toshkent: O‘qituvchi.
