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1

  • COLORING OF INTUITIONISTIC FUZZY GRAPH USING 𝜶,𝜷 -CUTS



S. Ismail Mohideen & M.A.Rifayathali

Abstract:
In this paper, the concept of Intuitionistic Fuzzy Graph Coloring using 𝛼,𝛽 -cuts are introduced with illustrative examples. Chromatic number, chromatic index and total chromatic number of a intuitionistic fuzzy graph using 𝛼,𝛽 -cuts are defined.


14-26
2

  • ON FUZZY COMPLETELY PRIME HYPER BI--IDEALS IN -HYPERNEAR –RINGS



A.Kalaiarasi,N.Meenakumari and N.Navaneetha Krishnan

Abstract:
In this paper, we introduce completely prime hyper bi-  -ideals in  -hypernear-rings and completely prime radical and obtain their properties. Also we introduce fuzzy completely prime hyper bi-  -ideals in  -hypernear –rings and investigated some of their properties.


27-34
3

  • INTUITIONISTIC FUZZY B-IDEAL ON B-ALGEBRAS



T. Kalaivani, A. Prasanna, S.Ismail Mohideen, A. Solairaju

Abstract:
In this paper, we introduce the concept of intuitionistic fuzzy B-ideals in B-algebra. Homomorphism and anti-homomorphism functions are satisfied while applying the intuitionistic fuzzy B-ideal concept. Intuitionistic Fuzzy B-ideal is also applied in Cartesian product.


35-46
4

  • AN INVENTORY MODEL FOR DETERIORATING ITEMS WHEN SUPPLIER OFFERS PERMISSIBLE DELAY IN PAYMENTS FOR FINITE PLANNING HORIZON UNDER INFLATION



Shallu, Arun Kumar Tomer

Abstract:
In this paper a deterministic inventory model for perishable items with constant demand rate and deterioration is developed. In this study a supplier-purchaser case is studied in which supplier facilitates the purchaser with a permissible delay in payment if the purchaser orders a big amount of quantity.


47-62
5

  • THE EXISTENCE OF POSITIVE SOLUTIONS OF SECOND ORDER ORDINARY DIFFERENTIAL EQUATION WITH BOUNDER VALUE PROBLEM IN THE BANACH SPACE



DabaMeshesha Gusu , Aman Tunshura

Abstract:
In this paper, we have shown the existence of positive solution of the equation 𝑢′′+𝑟 𝑡 𝑓 𝑡,𝑢 =0 with the boundary conditions. We had showed the existence of at least one positive solution based on if a function 𝑓 is either superlinear or sublinear by simple application of a fixed point theorem.


63-71
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