MAXIMUM PRINCIPLE AND ERROR ANALYSIS

Authors

  • Behruz Ulug‘bek o‘g‘li Quvvatov teacher of the "General Technical Sciences" department of the International University of Asia

Keywords:

maximum principle, error analysis, differential equations, numerical methods, optimal control

Abstract

The maximum principle is a fundamental concept in mathematics and engineering, providing crucial insights into the behavior of various mathematical and physical systems. This principle has wide-ranging applications in fields such as differential equations, optimal control, and numerical analysis. Error analysis, on the other hand, plays a critical role in assessing the accuracy and reliability of numerical methods and computational algorithms. This article discusses the maximum principle and its significance in error analysis, highlighting its applications and implications in various disciplines.

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Published

2023-12-21

How to Cite

Behruz Ulug‘bek o‘g‘li Quvvatov. (2023). MAXIMUM PRINCIPLE AND ERROR ANALYSIS. American Journal of Public Diplomacy and International Studies (2993-2157), 1(10), 480–486. Retrieved from http://grnjournal.us/index.php/AJPDIS/article/view/2223