BASIC CONCEPTS OF MATHEMATICAL ANALYSIS: LIMIT, CONTINUITY, DERIVATIVE, AND INTEGRAL, AS WELL AS THEIR SCIENTIFIC AND PRACTICAL APPLICATIONS

Mualliflar

  • Akhamadullaev Umidillo Khayrullo ugli Andijan State University Faculty of Physics, Mathematics, and Computer Science Applied mathematics direction 1 - stage 102 - group student Muallif

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https://doi.org/10.5281/zenodo.20637601

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Mathematical analysis, limit, continuity, derivative, integral, function, differential calculus, mathematical modeling.

Abstrak

This article illuminates the fundamental concepts of mathematical analysis—limit, continuity, derivative, and integral—along with their theoretical foundations and practical applications. Mathematical analysis is an essential branch of modern mathematics, serving as a primary tool for the mathematical representation and analysis of real-world processes.

Iqtiboslar

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Kolmogorov, A. N., Fomin, S. V. Elements of the Theory of Functions and Functional Analysis. Dover Publications, 1999.

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Zorich, V. A. Mathematical Analysis. Springer, 2004.

Husanov, T. Foundations of Mathematical Analysis. Tashkent, National University of Uzbekistan Press, 2018.

Nasriddinov, A. Higher Mathematics (Parts I–II). Tashkent, “O‘qituvchi” Publishing House, 2015.

Isroilov, M. I. Course of Mathematical Analysis. Tashkent, Science and Technology Publishing House, 2012.

Jumayev, S. Higher Mathematics and Its Applications. Tashkent, 2020.

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Nashr qilingan

2026-06-11

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Iqtibos keltirish tartibi

Akhamadullaev, U. (2026). BASIC CONCEPTS OF MATHEMATICAL ANALYSIS: LIMIT, CONTINUITY, DERIVATIVE, AND INTEGRAL, AS WELL AS THEIR SCIENTIFIC AND PRACTICAL APPLICATIONS. Ilm-Fan Va Innovatsiya, 4(57), 56-59. https://doi.org/10.5281/zenodo.20637601
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