IKKI O’LCHOVLI DISKRET DINAMIK SISTEMALARNI O’QITISHDA GRAFIK TALQIN: DOI: https://doi.org/10.53885/edinres.2021.81.89.008 Nishonov Samat Nishonovich Termiz davlat universiteti katta o’qituvchisi, Seytov Shavkat O’zbekiston Milliy universiteti tayanch doktoranti

Nishonov Samat Nishonovich, Seytov Shavkat

IKKI O’LCHOVLI DISKRET DINAMIK SISTEMALARNI O’QITISHDA GRAFIK TALQIN

DOI: https://doi.org/10.53885/edinres.2021.81.89.008 Nishonov Samat Nishonovich Termiz davlat universiteti katta o’qituvchisi, Seytov Shavkat O’zbekiston Milliy universiteti tayanch doktoranti

Авторы

Nishonov Samat Nishonovich, Seytov Shavkat

Аннотация

Ushbu maqolada ikki o’lchovli diskret dinamik sistemalarni o’rganishda grafiklardan foydalanish o’rganilgan. Ikki o’lchovli kvadratik akslantirish
uchun qo’zg’almas nuqtalar, grafik tahlil usuli, Julia to’plami, Mandelbrot to’plami xossalari sonli va grafik usulda keltirilgan

Библиографические ссылки

Ganikhodzhayev R.N., Narziyev N.B., Seytov Sh.J. Multi-dimensional case of the problem of Von Neumann- Ulam. Uzbek Mathematical Journal Vol. 3, Issue 1, 11-23 (2015).

Devaney R. L. An Introduction to Chaotic Dynamical Systems. New York, (1989).

Seytov Sh. J., Ganikhodzhayev R.N. The method of graphical analysis for some two dimensional dynamical systems. Bulletin of the Institute of Mathematics. Vol 2. Issue 4, 22-26 (2020.)