On simultaneous approximation by Stancu-Bernstein operators



Octavian Agratini
Department of Mathematics, Babes-Bolyai University, Cluj-Napoca, Romania


Linear positive operators; modulus of continuity; degree of approximation

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O. Agratini, On simultaneous approximation by Stancu-Bernstein operators, Approximation and Optimization, Proceedings of ICAOR International Conference, 1997, ISBN 973-98180-7-2, pp. 157-162.


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[1] O.Agratini,  Approximation properties of a class operators of Stancu-Kantorovich type, Preprint, Fac. Math. Cluj-Napoca (1994), no.1, 3-12
[2] A. Di Lorenzo and M.R. Occorsio, Polinomi di Stancu,  Rapp. Tecnico I.A.M., Napoli (1995), no.121.
[3] D.D. Stancu, On a generalization of the Bernstein polynomials,  Studia Univ. Babes-Bolyai (1969), no.14, 31-45.
[4] D.D. Stancu,  Approximation of functions by means of a new generalized Bernstein operator, Calcolo 20 (1983), no.2, 211-229.
[5] D.D. Stancu, Use  of linear interpolation for constructing a class of Bernstein polynomials,  St. si Cerc. Mat. 28 (1976), no.3, 369-379.

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