In this paper, we provide the classes of Poisson and Geometric quadratic stochastic operators with countable state space, study the dynamics of these operators and discuss their application to economics
In this paper, we construct some class of quadratic stochastic operator defined on continual state ...
Quadratic dynamical systems have been proved to be a rich source of analysis for the investigation o...
We define a complementary stochastic quadratic operator on finite-dimensional space as a new sub-clas...
In this paper, we provide the classes of Poisson and Geometric quadratic stochastic operators with c...
The idea of quadratic stochastic operator (QSO) which was originally introduced by Bernstein in the ...
We have constructed a Geometric quadratic stochastic operator generated by 2-partition ? of singleto...
In this paper, we construct a nonhomogeneous geometric quadratic stochastic operator generated by 2-...
In this paper, we construct some class of quadratic stochastic operator defined on continual state s...
The history of the quadratic stochastic operators can be traced back to the work of Bernshtein (1924...
In this research, we construct a class of quadratic stochastic operator called Geometric quadratic s...
The theory of quadratic stochastic operator (qso) has been developed significantly since it was intr...
The theory of quadratic stochastic operator (QSO) has been introduced by Bernstein in 1924 when he p...
We give a constructive description of quadratic stochastic operators which act to the set of all pro...
In this research we introduce a new class of quadratic stochastic operators called xs-QSO which are...
In this paper, we construct the family of nonhomogeneous Poisson quadratic stochastic operators defi...
In this paper, we construct some class of quadratic stochastic operator defined on continual state ...
Quadratic dynamical systems have been proved to be a rich source of analysis for the investigation o...
We define a complementary stochastic quadratic operator on finite-dimensional space as a new sub-clas...
In this paper, we provide the classes of Poisson and Geometric quadratic stochastic operators with c...
The idea of quadratic stochastic operator (QSO) which was originally introduced by Bernstein in the ...
We have constructed a Geometric quadratic stochastic operator generated by 2-partition ? of singleto...
In this paper, we construct a nonhomogeneous geometric quadratic stochastic operator generated by 2-...
In this paper, we construct some class of quadratic stochastic operator defined on continual state s...
The history of the quadratic stochastic operators can be traced back to the work of Bernshtein (1924...
In this research, we construct a class of quadratic stochastic operator called Geometric quadratic s...
The theory of quadratic stochastic operator (qso) has been developed significantly since it was intr...
The theory of quadratic stochastic operator (QSO) has been introduced by Bernstein in 1924 when he p...
We give a constructive description of quadratic stochastic operators which act to the set of all pro...
In this research we introduce a new class of quadratic stochastic operators called xs-QSO which are...
In this paper, we construct the family of nonhomogeneous Poisson quadratic stochastic operators defi...
In this paper, we construct some class of quadratic stochastic operator defined on continual state ...
Quadratic dynamical systems have been proved to be a rich source of analysis for the investigation o...
We define a complementary stochastic quadratic operator on finite-dimensional space as a new sub-clas...
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