WEIGHTED HARDY-TYPE INEQUALITIES WITH SHARP CONSTANTS IN LP SPACES

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Baghani Omid; Ghazvini Zohreh

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Seminar Paper

Paper Information

Seminar: SEMINAR ON HARMONIC ANALYSIS AND APPLICATIONS
Year:2017 | Issue:5

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Information Seminar Paper

Title

WEIGHTED HARDY-TYPE INEQUALITIES WITH SHARP CONSTANTS IN LP SPACES

Author(s)

Baghani Omid | Ghazvini Zohreh

Keywords

HARDY-TYPE INEQUALITIES

WEIGHTED SPACES

JACOBI WEIGHT FUNCTION

Abstract

ERROR ESTIMATE AND THE RATE OF CONVERGENCE ARE VERY IMPORTANT IN THE FRAMEWORK OF NUMERICAL ANALYSIS.WITHOUT DOUBT HAVING ENOUGH INFORMATION OF THE MOST IMPORTANT INEQUALITIES PLAY AN IMPORTANT ROLE IN ACHIEVING BETTER BOUND IN NUMERICAL ALGORITHMS. THIS PAPER FOCUSES ON HARDY’S INEQUALITY ASSOCIATED WITH THE JACOBI WEIGHT FUNCTION (FORMULA).

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APA: Copy

Baghani, Omid, & Ghazvini, Zohreh. (2017). WEIGHTED HARDY-TYPE INEQUALITIES WITH SHARP CONSTANTS IN LP SPACES. SEMINAR ON HARMONIC ANALYSIS AND APPLICATIONS. SID. https://sid.ir/paper/939937/en

Vancouver: Copy

Baghani Omid, Ghazvini Zohreh. WEIGHTED HARDY-TYPE INEQUALITIES WITH SHARP CONSTANTS IN LP SPACES. 2017. Available from: https://sid.ir/paper/939937/en

IEEE: Copy

Omid Baghani, and Zohreh Ghazvini, “WEIGHTED HARDY-TYPE INEQUALITIES WITH SHARP CONSTANTS IN LP SPACES,” presented at the SEMINAR ON HARMONIC ANALYSIS AND APPLICATIONS. 2017, [Online]. Available: https://sid.ir/paper/939937/en

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