Contents V.6, N.2, 2015

  • Constrained Quadratic Stochastic Operators
    R.T. Mukhitdinov (pp. 233-237)

    • Abstract.

    In this paper we consider a class of constrained quadratic stochastic operators defined on the simplex Sm and show that such operators have a unique fixed point and the trajectory of the operators starting from any initial point converges to the unique fixed point, i.e. each operator has the regular property.

    Keywords:

    simplex, trajectory, Volterra quadratic stochastic operator, non-Volterra operators.

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