Articles | Open Access | DOI: https://doi.org/10.37547/tajiir/Volume02Issue08-14

Systems Of Differential Square Equation Of Volter’s Model On Simplex

A.I. Eshniyazov , Gulistan State University, Uzbekistan
S.I. Masharipov , Tashkent State Transport University, Uzbekistan

Abstract

Continuous model of Lotka-Volter’s on simplex Sm-1 is studied in the article. There was determined a
relationship between tournament and the system of differential square equation, that describes
evolution of genetic systems in Lotka-Volter’s model.

Keywords

System of differential square equation, alternate matrix

References

Harrari F. (1973) Theory of graphs. Moscow:

Mir. – 300 p.

Saburov M.H. (2006) About asymptotic

behavior of paths of uniformed system of

differential square equation of Volter’s model. // Uzbek Mathematics Journal, № 2.

– pp. 85-93.

Jenks R.D. (1969) Quadratic Differential

Systems for interactive Population Models //

J. Diff. Eq, V.5. – pp. 497-514.

Nitetski Z. (1975) Introduction to the

differential dynamic. Moscow: Mir

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How to Cite

A.I. Eshniyazov, & S.I. Masharipov. (2020). Systems Of Differential Square Equation Of Volter’s Model On Simplex. The American Journal of Interdisciplinary Innovations and Research, 2(08), 102–107. https://doi.org/10.37547/tajiir/Volume02Issue08-14