Constrained Quadratic Stochastic OperatorsR.T. Mukhitdinov (pp. 233-237)
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.
simplex, trajectory, Volterra quadratic stochastic operator, non-Volterra operators.