THE CONCEPT OF CONTINUITY OF A FUNCTION

Authors

  • Мaksetova Zuhra Kabulovna TSUE Academic Liceum Teacher of the Higher Category of Mathematics

Keywords:

Continuity, Function Analysis, Limit, Discontinuity, Smoothness, Domain, Graphical Interpretation, Removable Discontinuity, Jump Discontinuity, Infinite Discontinuity, Formal Definition, Calculus, Derivatives, Integrals, Mathematical Analysis, Real-world Applications

Abstract

Continuity is a fundamental concept in mathematical analysis that describes the smoothness and unbroken nature of functions. This article explores the definition of continuity, its significance, and its implications in various mathematical contexts. We will delve into the formal definition, provide graphical interpretations, and discuss the importance of continuity in real-world applications.

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Published

2024-08-31

Issue

Vol. 31 (2024)

Section

Articles

License

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

How to Cite

THE CONCEPT OF CONTINUITY OF A FUNCTION. (2024). Uzbek Scholar Journal, 31, 25-26. https://uzbekscholar.com/index.php/uzs/article/view/980