The concept of lattice ordered fuzzy soft groups(l- FSGs) was instigated by J. Vimala and J. Arockia Reeta. In this present work, we define anti- lattice ordered fuzzy soft groups (anti- l-FSGs) and extend anti- l-FSGs matrix with appropriate examples. Also we derive the properties relevant to anti- l-FSGs matrices with its distinctive operations. Furthermore, we have applied the bounded sum and bounded difference operations in real life deciding process to find the best solution.
Arockia ReetaJ. and VimalaJ., A study on distributive and modular lattice ordered fuzzy soft group and its duality, Applied Mathematics Journal of Chinese University31(4) (2016), 491–502. 10.1007/s11766-016-3411-2
2.
AygunogluA. and AygunH., Introduction to fuzzy soft groups, Comput Math Appl58 (2009), 1279–1286.
MajiP.K., BiswasP. and RoyA.R., A fuzzy soft sets, Journal of Fuzzy Mathematics3 (2001), 589–602.
8.
MolodtsovD.A., Soft set theory - First result, Comput Math Appl37 (1999), 19–31.
9.
RoyA.R. and MajiP.K., A fuzzy soft set theoretic approach to decision making problems, Journal of Computational and Applied Mathematics203 (2007), 412–418.
10.
VijayalakshmiL. and VimalaJ., On lattice ordered soft groups, International Journal of Pure and Applied Mathematics112(1) (2017), 47–55.
11.
VimalaJ., Fuzzy lattice ordered group, International Journal of Scientific and Engineering Research5(9) (2014).
12.
VimalaJ. and Arockia ReetaJ., A study on lattice ordered fuzzy soft group, International Journal of Applied Mathematical Sciences9(1) (2016), 1–10.
13.
VimalaJ. and Arockia ReetaJ., Ideal approach on lattice ordered fuzzy soft group and its application in selecting best mobile network coverage among travelling paths, ARPN Journal of Engineering and Applied Sciences13(7), 2414–2421.
14.
VimalaJ., Arockia ReetaJ. and
Anusuya IlamathiV.S., A study on fuzzy soft cardinality in lattice ordered fuzzy soft group and its application, Journal of Intelligent and Fuzzy System(IOS Press)34 (2018), 1535–1542.
15.
VimalaJ., Arockia ReetaJ. and BharathiP., Algebraic applications on l - fuzzy soft group, International Journal of Soft Computing12(5–6) (2017), 322–328.
16.
YangY. and JiC., Fuzzy Soft Matrices and their Applications, International Conference on Artificial Intelligence and Computational Intelligence - Artificial Intelligence ad Computational Intelligence Systems, 2011, pp. 618–627.
17.
ZadehL.A., Fuzzy sets, Informaion and Control8 (1965), 338–353.
18.
ZimmermannH.J., Fuzzy set theory and its applications, Springer International Edition, Fourth Edition, New Delhi, 1934.
