N. Anitha1* and K. Geetha2
Author Address :
1Department of Mathematics, Periyar University PG Extension Center, Dharmapuri-636 705, Tamil Nadu, India.
2Department of Mathematics, Vivekanandha College of Arts And Sciences For Women(Autonomous), Tiruchengodu, Namakkal, Tamil Nadu,
The purpose of this paper, is to study the algebraic nature of an $L$-fuzzy soft subhemirings of a hemiring. Here we have defined the structure L- fuzzy soft subhemiring of a hemiring and developed some of its basic properties as theorems.
Soft set, Fuzzy soft set, $L$-fuzzy soft set, L-fuzzy soft subhemiring, anti-L-fuzzy soft subhemiring and pseudo $L$-fuzzy soft coset.
Article Info :
Received : October 24, 2017; Accepted : December 30, 2017.