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          |  | Volume 6, Issue 4, Article 106 |  |   
          |  |  |  |  |  |  | Rate of Convergence of Chlodowsky Type Durrmeyer Operators
 
 
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          |  |  | Authors: | Ertan Ibikli, Harun Karsli, |  |   
          |  |  | Keywords: | Approximation, Bounded variation, Chlodowsky polynomials, Durrmeyer Operators, Chanturiya's modulus of variation, Rate of convergence. |  |   
          |  |  | Date Received: | 16/09/05 |  |   
          |  |  | Date Accepted: | 23/09/05 |  |   
          |  |  | Subject Codes: | 41A25, 41A35, 41A36. |  |   
          |  |  | Editors: | Alexandru Lupas (1942-2007), |  |   
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          |  |  | Abstract: |  In the present paper, we estimate the rate of pointwise convergence of the Chlodowsky type Durrmeyer Operators   for functions, defined on the interval ![$ [0,b_{n}]$](images/276_05_JIPAM/img2.gif) ,  , extending infinity, of bounded variation. To prove our main result, we have used some methods and techniques of probability theory. |   
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