Maqola

Historical behavior for a class of Lotka–Volterra systems

Uygun JamilovAkfa University Tashkent UzbekistanFarrukh MukhamedovDepartment of Mathematical Sciences, College of Science United Arab Emirates University Abu Dhabi UAE

Mathematical Methods in the Applied Sciencesjournal2022en

ABI

Annotatsiya

It is well‐known that discrete‐time Kolmogorov systems play important role in studying predator‐prey models with interactions. A topic of this paper deals with stochastic discrete‐time Kolmogorov systems which are called Lotka–Volterra operators. In the present paper, we provide a new class of LV operators, and establish that each of operator from this class has historical behavior, that is, their time averages diverge.

Mavzular

Mathematical and Theoretical Epidemiology and Ecology Models Mathematical Biology Tumor Growth Ecosystem dynamics and resilience

Identifikatorlar

DOI: 10.1002/mma.8455

Iqtiboslar va manbalar

6 ta iqtibos 34 ta foydalanilgan manba

Koʻrsatkichlar — AkademScholar · Tez orada