Add to ORKGIn this paper, we introduce a quadratic stochastic operators on the set of all probability measures of a measurable space. We study the dynamics of the Lebesgue quadratic stochastic operator on the set of all Lebesgue measures of the set [0, 1]. Namely, we prove the regularity of the Lebesgue quadratic stochastic operator
In this paper, we construct some class of quadratic stochastic operator defined on continual state ...
In this paper, we define (n, k)-Gaussian quadratic stochastic operators and investigate the traject...
We discuss the notion of Volterra, l-Volterra and separable quadratic stochastic operators defined o...
In this paper, we introduce a quadratic stochastic operators on the set of all probability measures ...
Quadratic stochastic operator (QSO) is a branch of nonlinear operator studies initiated by Bernstein...
Let FX ),( be a measurable space, and FXS ),( be the set of all probability measures on FX ),( where...
In this paper, we introduce new class of Lebesgue quadratic stochastic operators on segment [0,1]. T...
Quadratic stochastic operator (QSO) is a continuously expanding topic in nonlinear operator theory d...
The theory of quadratic stochastic operator (qso) has been developed significantly since it was intr...
We have constructed a Geometric quadratic stochastic operator generated by 2-partition ? of singleto...
We give a constructive description of quadratic stochastic operators which act to the set of all pro...
In this paper, we construct some class of quadratic stochastic operator defined on continual state s...
In this research, we construct a class of quadratic stochastic operator called Geometric quadratic s...
It is widely recognized that the theory of quadratic stochastic operator frequently arises due to it...
In this paper we showed an equivalence of notions of regularity, transitivity and Ergodic principle ...
In this paper, we construct some class of quadratic stochastic operator defined on continual state ...
In this paper, we define (n, k)-Gaussian quadratic stochastic operators and investigate the traject...
We discuss the notion of Volterra, l-Volterra and separable quadratic stochastic operators defined o...
In this paper, we introduce a quadratic stochastic operators on the set of all probability measures ...
Quadratic stochastic operator (QSO) is a branch of nonlinear operator studies initiated by Bernstein...
Let FX ),( be a measurable space, and FXS ),( be the set of all probability measures on FX ),( where...
In this paper, we introduce new class of Lebesgue quadratic stochastic operators on segment [0,1]. T...
Quadratic stochastic operator (QSO) is a continuously expanding topic in nonlinear operator theory d...
The theory of quadratic stochastic operator (qso) has been developed significantly since it was intr...
We have constructed a Geometric quadratic stochastic operator generated by 2-partition ? of singleto...
We give a constructive description of quadratic stochastic operators which act to the set of all pro...
In this paper, we construct some class of quadratic stochastic operator defined on continual state s...
In this research, we construct a class of quadratic stochastic operator called Geometric quadratic s...
It is widely recognized that the theory of quadratic stochastic operator frequently arises due to it...
In this paper we showed an equivalence of notions of regularity, transitivity and Ergodic principle ...
In this paper, we construct some class of quadratic stochastic operator defined on continual state ...
In this paper, we define (n, k)-Gaussian quadratic stochastic operators and investigate the traject...
We discuss the notion of Volterra, l-Volterra and separable quadratic stochastic operators defined o...