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
Ochiq kirish: yoʻq
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.
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