The Journal of Fuzzy Mathematics
Volume 26, Number 3, September 2018
CONTENT
DETAILS
Commuting Fuzzy Congruences on A Lattice ......................................................................................... .........................................................................................................................................................M. J. Rani 505
On Some Characterizations of Fuzzy Rough Lindelof Automata Subsystem Spaces via !6s Structure Spaces......................................................................................................................D. Vidhya 515
Derivations of Fuzzy BCI-ideals p -ideals and H-ideals Tamadhur................................................... .........................................................................Faham Alsolami and Sabah Ahmad Bashammakh 531
On Some (BVa)F.S Sequence Spaces of Fuzzy Soft Real Numbers Defined by Modulus Function................................................................................................................................................................... .........................................................................................Thangaraj Beaula and M. Merlin Priyanga 551
Fixed Point Theorems in Fuzzy Quasi-metric Spaces............................................................................. ..................................................................................................................................Dr. Gobardhan Rano 569
A Study on Relational based Image Clustering......................................................................................... ..............................................................Sharmistha Bhattacharya (Halder) and Amarjit Chanda 581
Certain Single-valued Neutrosophic Graphs............................................................................................. ..............................................................................................Muhammad Akram and Saba Siddique 593
A Bell Shaped Fuzzy Economic Order Quantity (EOQ) Model with Constant Demand, Shortages under Fully Backlogged................................................................................................................ ..........................................................................................Wasim Akram Mandal and Sahidul Islam 615
On Fuzzy Multigroups and Fuzzy Submultigroups................................................................................. ....................................................................................................................................................P. A. Ejegwa 641
On Abelian Fuzzy Multigroups........................................................................................................................ ....................................................................................................................................................P. A. Ejegwa 655
On Fuzzy Real-valued Triple Sequence Space.......................................................................................... ........................................................................................Sangita Saha, Ayhan Esi and Santanu Roy 669
Pairwise Separation Axioms via Fuzzifying Beta-open Sets.................................................................
............................................................................................................................R. Femina and N. Rajesh 681
Convergence of Nets and Filters in Fuzzifying Bitopology.................................................................. ............................................................................................................................R. Femina and N. Rajesh 695
Fuzzy Almost Contra m-continuous Multifunction................................................................................ ................................................................................................................................Anjana Bhattacharyya 705
Study of The Fuzzy Algebra Induced by An Arbitrary Semilattice without Zero (1)................. .......................................................................................Armand Fotso Tatuene and Marcel Tonga 719
The d-approximate Equivalence Method of Changing Fuzzy Set into Rough Set..................... ..............................................................................................................Liu Feng and Fan Chuan-qiang 745
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