
doi: 10.17076/mat139
The general approach to Voronovskaya theorems about the rate of convergence of linear operators sequence to the functions of some classes is considered. These theorems are proved with the help of a functional which in many concrete situations may have a differential structure. The method of retraction points into some cone of Banach space is used to define this functional.
linear operators, approximation sequence, Science, Q, cone
linear operators, approximation sequence, Science, Q, cone
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