Best multiplier Approximation in Lp By two dimensions De La Vallee- Poussin Operator

Authors

  • Saheb K. AL-Saidy Department of Mathematics, College of Science University of Mustansiriyah
  • Naseif J. AL-Jawari Department of Mathematics, College of Science University of Mustansiriyah
  • Ali H. Zaboon Department of Mathematics, College of Science University of Mustansiriyah

Keywords:

multiplier convergence, multiplier Integral

Abstract

The purpose of this paper is to find best multiplier approximation of unbounded functions in space by using Trigonometric polynomials and by two dimensions de la Vallee- Poussin operator
for , in terms of the modulus of smoothness of order and the average modulus.

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Published

2022-08-11

How to Cite

AL-Saidy, S., AL-Jawari, N., & Zaboon, A. (2022). Best multiplier Approximation in Lp By two dimensions De La Vallee- Poussin Operator . Journal of Iraqi AL-Khwarizmi, 4(Special), 9–29. Retrieved from https://iraqma.net/journal/index.php/JIKhs/article/view/83

Issue

Vol. 4 No. Special (2020): Special

Section

Articles