King type modification of Meyer-Kِnig and Zeller operators based on the -integers

In the present paper, introducing a King type modification of the Meyer-Kِnig and Zeller (MKZ) operators, we prove that the error estimation of these operators is better than the classical MKZ operators. Furthermore, a King type modification of the q -MKZ is also introduced and the rate of convergence of this modification is examined.