The On Best Multiplier Approximation of K-Monotone Unbounded Functions by Spline Polynomials in L_(P,λ_n )-Space

Abstract

The main purpose of this research is to study the degree of the best multiplier approximation of monotone unbounded functions in space, where by spline polynomials in terms of averaged multiplier modulus smoothness using some definitions and theorems necessary for this.

Keywords

• Multiplier Integral
• Multiplier Averaged Modulus of Smoothness
• Multiplier Norm
• Spline Polynomial