Affiliations: Department of Mathematics, Islamabad Model College for Girls F-6/2, Islamabad, Pakistan | Department of Mathematis, Quaid-i-Azam University, Islamabad, Pakistan | Department of Mathematis, Iqra National University, Peshawer, Pakistan
Note: [] Corresponding author. Muhammad Irfan Ali, Department of Mathematics, Islamabad Model College for Girls F-6/2, Islamabad, Pakistan. E-mails: mirfanali13@yahoo.com (Muhammad Irfan Ali); mshabirbhatti@yahoo.co.uk (Muhammad Shabir); saminakhanqau@yahoo.com (Samina).
Abstract: L-fuzzy soft set is a generalization of fuzzy soft set. In the recent paper L-fuzzy soft sets have emerged as a new tool to characterize semirings. Concepts of L-fuzzy soft subsemirings and L-fuzzy ideals are introduced and some of their properties are studied. It is seen that L-fuzzy soft ideals have ability to characterize regular and weakly regular semirings. Finally fully idempotent semirings are characterized with the help of L-fuzzy soft ideals.
