Approximation of Generalized Bernstein Operators

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This paper is devoted to study direct and converse approximation theo-rems of the generalized Bernstein operators Cn( f ,sn,x) via so-called unified modulusω2?λ( f ,t), 0≤λ≤1. We obtain main results as followsω2?λ( f ,t)=O(tα)??whereδ2n(x)=max{?2(x),1/n}and 0
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