World Journal of Engineering Research and Technology (WJERT) has indexed with various reputed international bodies like : Google Scholar , Index Copernicus , Indian Science Publications , SOCOLAR, China , International Institute of Organized Research (I2OR) , Cosmos Impact Factor , Research Bible, Fuchu, Tokyo. JAPAN , Scientific Indexing Services (SIS) , Jour Informatics (Under Process) , UDLedge Science Citation Index , International Impact Factor Services , International Scientific Indexing, UAE , International Society for Research Activity (ISRA) Journal Impact Factor (JIF) , International Innovative Journal Impact Factor (IIJIF) , Science Library Index, Dubai, United Arab Emirates , Scientific Journal Impact Factor (SJIF) , Science Library Index, Dubai, United Arab Emirates , Eurasian Scientific Journal Index (ESJI) , Global Impact Factor (0.342) , IFSIJ Measure of Journal Quality , Web of Science Group (Under Process) , Directory of Research Journals Indexing , 

World Journal of Engineering
Research and Technology

An International Peer Reviewed Journal for Engineering Research and Technology

ISSN 2454-695X

Impact Factor : 5.924

ICV : 79.45

News & Updation

  • Article Invited for Publication

    Article are invited for publication in WJERT Coming Issue

  • ICV

    WJERT Rank with Index Copernicus Value 79.45 due to high reputation at International Level

  • WJERT MAY ISSUE PUBLISHED

    MAY 2020 Issue has been successfully launched on 1 May 2020.

  • WJERT New Impact Factor

    Its our Pleasure to Inform you that WJERT Impact Factor has been increased from  5.549 to 5.924 due to high quality Publication at International Level

  • New Issue Published

    Its Our pleasure to inform you that, WJERT 1 May 2020 Issue has been Published, Kindly check it on http://wjert.org/home/current_issues

Indexing

Abstract

FRACTIONAL HARDY-TYPE INEQUALITIES

Muhammad Aamir Hayat*, Mirza Naveed Jahangeer Baig, Huma Khalid, Noman Baig, Muhammad Zaman, Muhammad Aazam and Rukhsana Ahmed

ABSTRACT

Since the last few decades, the addition of abundant literature on Hardy-type inequalities proves its importance in the field (see [1], [2], [3], [4], [5], [6], [7, [8], [9], [10], [11]). We give some Hardy-type inequalities for fractional integrals and fractional derivatives in the second chapter. The main objective is to review the paper by Sajid Iqbal et. al.[12] In this article we mainly focused on the mean value theorem for Hadamard-type fractional integral and the related means for fractional integral and derivatives.

[Full Text Article]