Gamma variant of (p, q) -Bernstein type novel operators

مراجع و منابع این مقاله:

• R. Bala and V. Mishra, Generalized (k, t)-Narayana Sequence, Journal ...
• V.A. Baskakov, An instance of a seuqence of linear positive ...
• S.N. Bernstein, Demonstration du theoreme de Weierstrass fondee sur le ...
• B.F. Vajargah and A. Nouraldin, A new hybrid method for ...
• Q.B. Cai, B. Cekim, K. Kanat and M. Sofyalioglu, Some ...
• N. Deo, M. Noor and M.A. Siddiqui, On approximation by ...
• D.J. Bhatt, R.K. Jana and V.N. Mishra, On a new ...
• Z. Ditzian, Direct estimate for Bernstein polynomials , Journal of ...
• J.L. Durrmeyer, Une formule d’inversion de la transfarmee de Laplace: ...
• Z. Finta, Remark on Voronovkaja theorem for q Bernstein operators, ...
• Z. Finta, A pproximation properties of (p, q)-Bernstein type operators, ...
• V. Gupta, Some approximation properties on q - Durrmeyer operators, ...
• V. Gupta, A.J.L. Moreno and J.M.L. Palacios, Simultaneous approximation of ...
• A. Holhas, A Voronovkaja type theorem for the first derivative ...
• P. Agrawal, S.Araci and A.Kajla. (۲۰۱۹). A kantorovich variant of ...
• G. Mirakayan, Approximation des fonction continues au moyan polynomes de ...
• K.J. Ansari, A. Khan and Mursaleen On (p, q) analogue ...
• G.M. Phillips, Bernstein polynomials based on the (q)-integers, Annals of ...
• H. Sharma, On Durrmeyer type generalization of (p, q)-Bernstein operators, ...
• K. Kanat and L.T. Su, Approximation by bivariate Bernstein-Kantorovich-Stancu operators ...
نمایش کامل مراجع