GALTON-WATSON BRANCHING PROBABILITY FOR THE PROCESS INEQUALITIES

Authors

  • Karimova Shalola master's student at NamSU

Keywords:

branching processes, random variables, generating function.

Abstract

The rapid development of science and technology requires the creation of mathematical models for many processes. Even the mathematical model of reducing genetic diseases transmitted from generation to generation is a branching process. This work is devoted to the application of the theory of branching of random processes to some problems .

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References

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Жумакулов Х. К., Мирзаарапова Д. Р. К. ОБ АСИМПТОТИКЕ ПОЧТИ КРИТИЧЕСКОГО ВЕТВЯЩЕГОСЯ ПРОЦЕССА С ИММИГРАЦИЕЙ //Science and innovation. – 2024. – Т. 3. – №. Special Issue 50. – С. 113-119.

Хусанбаев Я. М., Жумакулов Х. К. О сходимости почти критических ветвящихся процессов с иммиграцией к детерминированному процессу //O ‘ZBEKISTON MATEMATIKA JURNALI. – С. 142.

А. В. Нагаев, Большие уклонения для одного класса распределений, в сб.: «Предельные теоремы», Ташкент, 1963, 56—68.

С. В. Нагаев, Интегральная предельная теорема для больших уклонений,- ДАН СССР, 148, 2 (1963), 280.

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Published

2024-12-24

How to Cite

Karimova Shalola. (2024). GALTON-WATSON BRANCHING PROBABILITY FOR THE PROCESS INEQUALITIES. Journal of Applied Science and Social Science, 14(12), 235–237. Retrieved from https://www.internationaljournal.co.in/index.php/jasass/article/view/469

Issue

Vol. 14 No. 12 (2024): Volume 14 Issue 12

Section

Articles

License

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