On the order of approximation of unbounded functions by the family of generalized linear positive operators
In this study, a family of linear positive operators, which includes the sequence of linear positive operators built in a paper of A.D. Gadjiev and I.I. Ibragimov and later investigated by B. Wood and P. Radatz is defîned and the order of convergence of these operators to continuous functions are studied.
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- Ankara Üniversitesi Communications, Series A1:Mathematics and Statistics