Probabilistic Solution of Rational Difference Equations System with Random Parameters

الملخص EN

We study the periodicity of the solutions of the rational difference equations system of type xn=a/yn−p, yn=b/xn+p−2 (p≥1), and then we propose new exact procedure to find the probability density function of the solution, where a, b, x0=N and y0=M are independent random variables.