Ö. Yilik Et Al. , "ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM," Journal of Numerical Analysis and Approximation Theory , vol.47, no.1, pp.72-86, 2018
Yilik, Ö. Et Al. 2018. ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM. Journal of Numerical Analysis and Approximation Theory , vol.47, no.1 , 72-86.
Yilik, Ö., Karsli, H., & Tasdelen, F., (2018). ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM. Journal of Numerical Analysis and Approximation Theory , vol.47, no.1, 72-86.
Yilik, Özlemöksüzer, Harun Karsli, And FATMA TAŞDELEN YEŞİLDAL. "ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM," Journal of Numerical Analysis and Approximation Theory , vol.47, no.1, 72-86, 2018
Yilik, Özlemöksüzer Et Al. "ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM." Journal of Numerical Analysis and Approximation Theory , vol.47, no.1, pp.72-86, 2018
Yilik, Ö. Karsli, H. And Tasdelen, F. (2018) . "ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM." Journal of Numerical Analysis and Approximation Theory , vol.47, no.1, pp.72-86.
@article{article, author={Özlemöksüzer Yilik Et Al. }, title={ON CONVERGENCE OF CHLODOVSKY TYPE DURRMEYER POLYNOMIALS IN VARIATION SEMINORM}, journal={Journal of Numerical Analysis and Approximation Theory}, year=2018, pages={72-86} }