Dalmanoglu, OzgeOrkcu, Mediha2021-02-282021-02-2820191028-6276http://hdl.handle.net/11727/5437The present paper deals mainly with a King type modification of -Bernstein operators. By improving the conditions given in Mursaleen et al. (On (p, q)-analogue of Bernstein operators. Appl Math Comput 266:874-882, 2015a), we investigate the Korovkin type approximation of both -Bernstein and King type -Bernstein operators. We also prove that the error estimation of King type of the operator is better than that of the classical one whenever 0 <= x <= 1/3.enginfo:eu-repo/semantics/closedAccess(p, q)-integers(p, q)-Bernstein OperatorsKing type operatorsRate of convergencearticle43A12492540004585509000262-s2.0-85061729430