Complete dynamics of quadratic stochastic quasi non-Volterra operator

F. Yusupov; A. Eshkabilov

doi:10.56143/psq30m88

Authors

F. Yusupov Tashkent State Transport University Author
A. Eshkabilov Tashkent State Transport University Author https://orcid.org/0000-0002-6628-2990

DOI:

https://doi.org/10.56143/psq30m88

Keywords:

Simpex, internal fixed point, cyclic trinity, ergodic operator, Lyapunov function

Abstract

This article explores asymptotic cases of trajectories, one of the main problems of Mathematical Biology. The
article presents and proves the theorem that the excitable point of a quadratic operator that is not of Volterra
type is unique

Complete dynamics of quadratic stochastic quasi non-Volterra operator

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