Dalmanoglu, OzgeSerenbay, Sevilay Kirci2023-05-302023-05-3020170129-2021http://hdl.handle.net/11727/9265In this paper we introduce the q-analogue of Kantorovich generalization of Favard-Szasz type operators and investigate their approximation properties. We first give basic convergence results by using Korovkin's Theorem and then estimate the rate of convergence by using modulus of continuity. We also give a local approximation theorem and study weighted approximation properties of these new operators.enginfo:eu-repo/semantics/closedAccessFavard-Szasz type operatorsq-Appell polynomialsModulus of continuityPeetre's K-functionalq-IntegersRate of convergenceWeighted approximationArticle416815828000423905400004