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MODELS DESCRIBED BY BISTOCHASTIC QUADRATIC OPERATORS

A.I. EshniyоzovGulistan state university, UzbekistanT.А.IskandarovaGulistan state university, Uzbekistan
Zenodo (CERN European Organization for Nuclear Research)repository2022en
ABI

Abstract

Abstract: <br> The article introduces the concept of a bistochastic quadratic operator acting in <br> the simplex 1 n S  . Necessary and sufficient conditions for bistochasticity are <br> obtained. It is noticed that the set of all bistochastic quadratic operators acting in 1 n<br> S , forms a polyhedron. The dynamical and statistical (ergodic) properties of the <br> trajectories of bistochastic quadratic operators are investigated.

Topics

Advanced Topics in Algebraadvanced mathematical theoriesApproximation Theory and Sequence Spaces

Identifiers

DOI
10.5281/zenodo.6419009

Citations and references

Cited by 00 references
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