High Impact Factor : 4.396 icon | Submit Manuscript Online icon |

CALL FOR PAPERS : May-2026

Important Dates
Submission Last Date 25-May-26
Submit Manuscript Online

NEWS & UPDATES

News for Authors:

We have started accepting articles by online means directly through website. Its our humble request to all the researchers to go and check the new method of article submission on below link: http://www.ijsrd.com/SubmitManuscript

New Features:

Hello Researcher, we are happy to announce that now you can check the status of your paper right from the website instead of calling us. We would request you to go and check your paper status on the below link :http://www.ijsrd.com/CheckPaperStatus

Hello Bloggers....

Hello Researchers, you can now keep in touch with recent developments in the research as well as review areas through our new blog. To find more about recent developments please visit the below link:
http://ijsrd.wordpress.com

Follow us on Social Media:

Dear Researchers, to get in touch with the recent developments in the technology and research and to gain free knowledge like , share and follow us on various social media. http://www.facebook.com/ijsrd http://www.twitter.com/ijsrd

For Acceptance of Your Research Article

Kindly check your SPAM folder of email for acceptance of research paper...

Impact Factor

4.396 (SJIF)
Click Here

IC Value

66.68
Click Here

How to write research paper?

This video will guide authors to write their first research paper. Kindly check it and then prepare article
Click Here

Extended Soft Rough Set

Author(s):
Manamohan Maharana , M.P.C. College ,Baripada; Dr.Debadutta Mohanty, Department of Mathematics,Seemanta Mahavidyalaya,Jharpokharia,Mayurbhanj

Keywords:
Soft Set, Soft Rough Set, Extended Soft Rough Set

Abstract

The present treatise attempts to introduce the new concept of ‘Extended soft rough set’ based on the union of two soft sets. As an extended model increasing the scope and range, we proposes extended soft approximation space .Basic properties of the extended soft approximations are presented and extended soft approximation are not dual with soft approximation space is established and some examples are shown. We have established the accuracy of suggested approximation is more accurate than soft approximation space through examples. Moreover, we explain the ‘full extended soft rough set as well as examine some propositions based on that. We have established, extended soft rough set can be seen as a generalized model of soft rough sets.

Other Details
Paper ID: IJSRDV10I90043
Published in: Volume : 10, Issue : 9
Publication Date: 01/12/2022
Page(s): 106-110

Article Preview
Download Article