DINAMIK SISTEMALARNING BOSHLANG’ICH TUSHUNCHALARI (QO’ZG’ALMAS NUQTA HAQIDAGI TEOREMANING DVRIY NUQTALAR UCHUN TADBIQI VA UNING MISOLLARDAGI TAHLILLARI)
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Fixed points, periodic points, attracting points, repelling points, weakly attracting points.Abstrak
Ushbu maqolada dinamik sistemalarning muhim tushunchalaridan biri bo’lgan qo’zg’almas nuqtalar va qo’zg’almas nuqtalarning xarakteristikalari (ya’ni qo’zg’almas nuqta tortuvchi yoki itaruvchi ekanligi) haqida so’z yuritiladi. Bundan tashqari ushbu maqola asosan davriy nuqtalar va ularning xarakteristikalarining turlariga bag’ihlangan bo’lib, bunda davriy nuqtalarning jalb qiluvchi, itaruvchi yoki neytral turlarga bo’linishi hamda shu bilan birga neytral turdagi nuqtalarning kuchsiz jalb qiluvchi turlari haqida ham so’z yuritiladi.
Iqtiboslar
Devaney, Robert L., A first course in chaotic dynamical systems: theory and experiment 1992
Rozikov U. A., Solaeva M.N., Behavior of trajectories of a quadratic operator splitted to uncountable linear operators. {it Lobachevskii Journal of Mathematics.} 2023, Vol. 44, No. 7, p. 2910-2915.
Solayeva Mehribon Norimonovna. DINAMIK SISTEMALARNING BOSHLANG’ICH TUSHUNCHALARI (QO’ZG’ALMAS NUQTA VA SIKLIK NUQTALAR) VA ULARNI MISOLLARDAGI TAHLILLARI. Latin American Journal of Education https://lajoe.org/index.php/LAJoE/article/view/1371
Solayeva Mehribon Norimonovna. Basic Concepts of Dynamical Systems and Their Analysis in Examples. American Journal of Applied Science and Technology (ISSN: 2771-2745). https://doi.org/10.37547/ajast/Volume06Issue04-14
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