Articles
| Open Access |
DOI: SOLVING LINEAR AND NON-LINEAR EQUATIONS IN INTEGERS
Xolmatova Shoira Axrorovna , JSPU Academic Lyceum, Mathematics teachers, Uzbekistan Egamova Mahliyo Xo'jaqul qizi , JSPU Academic Lyceum, Mathematics teachers, UzbekistanAbstract
This study explores the methods for solving linear and non-linear equations in integers, focusing on their mathematical significance and applications in various fields. The article examines both theoretical frameworks and practical algorithms, highlighting the challenges and advancements in integer solutions. Results from different approaches are presented, demonstrating the efficacy of each method.
Keywords
Linear and Non-Linear Equations, mathematical significance, applications
References
Abdullaeva, S. (2021). The role of integer partitions in number theory. Tashkent: Uzbekistan Academy of Sciences Press.
Isakov, M. (2020). Algorithmic efficiency in computational mathematics: A study of sorting algorithms. Samarkand: Samarkand State University.
Karimov, R. (2022). The applications of approximation theory in real-world problems. Tashkent: University of Tashkent.
Murodov, D., & Yusupov, B. (2023). Discrete mathematics and its applications in computer science. Tashkent: National University of Uzbekistan.
Rahmonov, A. (2019). The influence of floor functions on dynamic systems. Journal of Mathematical Sciences, 45(3), 233-245.
Tashkent, L. (2020). Continued fractions and their applications in numerical analysis. Journal of Pure Mathematics, 28(1), 12-19.
Sharipov, J. (2021). Modeling periodic systems with discrete state changes. Tashkent: Institute of Mathematical Research.
Nurmurodov, T. (2022). Research on Diophantine equations and their solutions. Journal of Algebra and Number Theory, 15(2), 98-107.
Hoshimov, E., & Gafurov, R. (2023). The use of mathematical functions in cryptography. Proceedings of the International Conference on Mathematics and Computer Science, 2023, 85-92.
Mirzayev, A. (2021). Mathematics in modern technology: Algorithms and their efficiency. Tashkent: Uzbekistan Research Institute of Mathematics.
Article Statistics
Downloads
Copyright License
Copyright (c) 2024 Xolmatova Shoira Axrorovna, Egamova Mahliyo Xo'jaqul qizi
This work is licensed under a Creative Commons Attribution 4.0 International License.
Authors retain the copyright of their manuscripts, and all Open Access articles are disseminated under the terms of the Creative Commons Attribution License 4.0 (CC-BY), which licenses unrestricted use, distribution, and reproduction in any medium, provided that the original work is appropriately cited. The use of general descriptive names, trade names, trademarks, and so forth in this publication, even if not specifically identified, does not imply that these names are not protected by the relevant laws and regulations.