hak, , A. Kadhim Email, H., of computer and mathematics sciences University of Thi-Qar, C., Department of mathematics, Y., math, (2012). On Moduli of Smoothness of Bernstein’s Polynomials in Lp(μ). Alustath, 8(1), 1-10.
hak; Habeeb A. Kadhim Email; College of computer and mathematics sciences University of Thi-Qar; yahoo.com Department of mathematics; math. "On Moduli of Smoothness of Bernstein’s Polynomials in Lp(μ)". Alustath, 8, 1, 2012, 1-10.
hak, , A. Kadhim Email, H., of computer and mathematics sciences University of Thi-Qar, C., Department of mathematics, Y., math, (2012). 'On Moduli of Smoothness of Bernstein’s Polynomials in Lp(μ)', Alustath, 8(1), pp. 1-10.
hak, , A. Kadhim Email, H., of computer and mathematics sciences University of Thi-Qar, C., Department of mathematics, Y., math, On Moduli of Smoothness of Bernstein’s Polynomials in Lp(μ). Alustath, 2012; 8(1): 1-10.

On Moduli of Smoothness of Bernstein’s Polynomials in Lp(μ)

Journal of Univesity of Thi-Qar
Article 1, Volume 8, Issue 1, February 2013, Pages 1-10
Authors
; Habeeb A. Kadhim Email; College of computer and mathematics sciences University of Thi-Qar; yahoo.com Department of mathematics;
Abstract
Abstract.
Let f be bounded  measurable function, that is f L  p  p () , 1 .The main
results of this paper describes some properties that defined on the weighted Ditzian-Totik
modulus of smoothness on f by using Bernstein’s polynomial.
Keywords
On Moduli of Smoothness; of Bernstein
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