SCIENTIFIC PROGRESS
VOLUME 2 ǀ ISSUE 1 ǀ 2021
ISSN: 2181-1601
Uzbekistan
www.scientificprogress.uz
Page 448
AYRIM DINAMIK SISTEMALARNING TAHLILI HAQIDA
Xaydar Raupovich Rasulov
Buxoro davlat universiteti Fizika-
matematika fakulteti Matematik analiz
kafedrasi dotsenti
Shohzoda Rahmat qizi Qamariddinova
Buxoro davlat universiteti Fizika-
matematika fakulteti Matematik analiz
kafedrasi magistri
ANNOTATSIYA
Maqolada kvadratik stoxastik operatorlar sinfi va tavsifi keltirilgan.
Dinamik
sistemalar orqali ifodalanuvchi jarayonlarning tasniflari, ya’ni
dinamik sistemalarni
to‘liq klassifikatsiyasi keltirilgan. O‘rganilgan uzluksiz vaqtli kvadratik stoxastik
operator bilan diskret vaqtli kvadratik stoxastik operatorlarning qiyosiy tahlili keltirilib,
sonli usullar natijalari bilan nazariy natijalar ustma-ust tushishi ko‘rsatilgan.
Kalit so’zlar:
kvadratik
stoxastik operator, klassifikatsiya, ehtimollik taqsimoti,
sonli yechimlar.
ABOUT ANALYSIS OF SOME DYNAMIC SYSTEMS
Khaydar Raupovich Rasulov
Bukhara
State University, Faculty of
Physics and Mathematics, Associate
Professor of Mathematical Analysis
Shohzoda Rahmat kizi Kamariddinova
Master of Mathematical Analysis, Faculty
of Physics and Mathematics, Bukhara
State University
ABSTRACT
The article presents a class and description of quadratic stochastic operators.
Classifications of processes
represented by dynamic systems, ie a complete
classification of dynamic systems are given. A comparative analysis of discrete time
quadratic stochastic operators with the studied continuous
time quadratic stochastic
operator is presented, and it is shown that the theoretical results overlap with the results
of numerical methods.
