COMPLEX FUNCTIONS AND THE CAUCHY-RIEMANN EQUATIONS

Авторы

  • Muhammadieva Maftuna Автор

Ключевые слова:

Key words: Functions, complex functions polynomial, real coefficients, complex differentiable, limit, rational function.

Аннотация

Abstrakt. This article is about the theory of complex functions Complex functions and Cauchy-Riemann equations   modern solutiondedicated to studying methods. also the article teaches students mathematical and physical thinking and Complex functions and modern methods of solving Cauchy-Riemann equations in the development of imagination studied in detail. This article is for students relatively better understanding and better results   helps to achieve.

Библиографические ссылки

1.National personnel training program of the

Republic of Uzbekistan. www.lex.en.

2. Askarov I. B. Koziev Sh. S. Theoretical and methodological foundations of technology in creating a database of electronic educational resources .

3. Sarimsakov T.A. Theory of functions of a real variable. Tashkent: Science. 1994.

4. Sh.O. Alimov, R.R. Ashurov. Mathematical analysis. Part 1. Tashkent. Rainbow. 2012.

5. J.I. Abdullayev, R.N. Ganihojayev, M.H. Shermatov, O.I. Egamberdiyev. Functional analysis. Study guide. Tashkent-Samarkand. 2009.

Опубликован

2024-10-09

Как цитировать

Muhammadieva Maftuna. (2024). COMPLEX FUNCTIONS AND THE CAUCHY-RIEMANN EQUATIONS. ОБРАЗОВАНИЕ НАУКА И ИННОВАЦИОННЫЕ ИДЕИ В МИРЕ, 55(1), 127-133. https://scientific-jl.org/obr/article/view/61