International Journal of Computer and Applications

Graph Theory with Applications to Engineering and Computer ... This outstanding introductory treatment of graph theory and its applications has had a long life in the instruction of advanced undergraduates and graduate students in all areas that require knowledge of this subject. The first nine chapters constitute an excellent overall introduction, requiring only some knowledge of set theory and matrix algebra.

Graph theory with applications to engineering and computer science, by Narsingh Deo. Pp xvii, 478. 1974. SBN 0 13 363473 6 (Prentice-Hall)

Abstract In this paper, anti Q-fuzzy UP-ideals and anti Q-fuzzy UP-subalgebras concepts of UP-algebras are introduced and proved some results. Further, we discuss the relation between anti Q-fuzzy UP-ideals (resp. anti Q-fuzzy UP-subalgebras) and level subsets of a Q-fuzzy set. Anti Q-fuzzy UP-ideals and anti Q-fuzzy UP-subalgebras are also applied in the Cartesian product of UP-algebras. Finally, prove that it is not true that if m × δ is an anti Q-fuzzy UP-ideal (resp. anti Q-fuzzy UP-subalgebra) of A × B, then either m is an anti Q-fuzzy UP-ideal (resp. anti Q-fuzzy UP-subalgebra) of A or δ is an anti Q-fuzzy UP-ideal (resp. anti Q-fuzzy UP-subalgebra) of B.

On anti Q-fuzzy UP-ideals and anti Q-fuzzy UP-subalgebras of UP-algebras

Security over Vehicular ad hoc network using Wi-Fi IEEE 802.11p standard and identifying accurate attacker vehicle is a major challenge over VANET. Reducing cost of computation, effective consumption of limited resources and providing uncompromised security has always been a challenge over VANET. In this paper RSA algorithm based encryption and decryption approach and implementing of boundary with double RSU has been simulated using MATLAB software. Such environment can be used while designing better MAC protocols, broadcasting schemes, security features in VANETs. The advantage that MATLAB offers is that it is widely available, continuously updated and has wider reach. By assigning trust levels to every node the malicious nodes or misbehaving nodes are removed from the network. Providing Confidentiality, Integrity of the message, detecting and removing malicious and misbehaving nodes, from VANET is focus of this paper.

RSA algorithm based encryption on secure intelligent traffic system for VANET using Wi-Fi IEEE 802.11p

In this study, we introduce the concepts of fuzzy subalgebras and fuzzy ideals in TM-algebras
and investigate some of its properties. Problem statement: Let X be a TM-algebra, S be a subalgebra of X
and I be a T-ideal of X. Let μ and v be fuzzy sets in a TM-algebra X. Approach: Define the upper level
subset μt of μ and the cartesian product of μ and v from X×X to [0,1] by minimum of μ (x) and v (y) for all elements (x, y) in X×X. Result: We proved any subalgebra of a TM-algebra X can be realized as a level subalgebra of some fuzzy subalgebra of X and μt is a T-ideal of X. Also we proved, the cartesian product of μ and v is a fuzzy T-ideal of X×X. Conclusion: In this article, we have fuzzified the subalgebra and ideal of TM-algebras into fuzzy subalgrbra and fuzzy ideal of TM-algebras. It has been observed that the TM-algebra satisfy the various conditions stated in the BCC/ BCK algebras. These concepts can further be generalized.

Fuzzy Subalgebras and Fuzzy T-ieals in TM-Algebras

In this paper, we introduce the notion of anti Q-fuzzy BG-ideals of BG-algebras, lower level cuts of a fuzzy set, lower level BGideal and prove some results on these. we show that a Q-fuzzy subset of a BG-algebra is a Q-fuzzy BG-ideal if and only if the complement of this Q-fuzzy subset is an anti Q-fuzzy BG-ideal.

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Anti Q-Fuzzy BG -Ideals in BG - Algebra

In this paper, we made an attempt to study the algebraic nature of anti fuzzy sub-bigroup of a bigroup and anti fuzzy sub-bigroup of a group and discussed some of its properties with counter example. 2000 Mathematics Subject Classification: 22F05, 06F10.

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A Study on Anti Fuzzy Sub-Bigroup

In this paper, we introduce the concept of an M-fuzzy subgroup of an M-group and discussed some of its properties. 2000 Mathematics Subject Classification: 22F05, 06F10.

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The M-Homomorphism and M-Anti Homomorphism of an M-Fuzzy Subgroup and Its Level M-Subgroups

In this paper, we redefine the definition of a fuzzy HX group and define a new algebraic structure of Q-fuzzy HX group and anti Q-fuzzy HX subgroup and some related properties are ivestigated. We establish the relation between Q-fuzzy HX group and anti Q-fuzzy HX group of a HX group . The purpose of this study is to implement the fuzzy set theory and group theory in anti Q-fuzzy HX subgroups. Characterizations of lower level subsets of an anti Q-fuzzy HX subgroup of a HX group are given.

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Anti Q-Fuzzy HX Group and Its Lower Level Sub HX Groups

In this paper, we define the algebraic structures of a lower anti Q-fuzzy subgroup and some related properties are investigated. We establish the relation between upper Q-fuzzy group and lower anti Q-fuzzy group of a group. The purpose of this study is to implement the fuzzy set theory and group theory in upper Q-fuzzy groups and lower anti Q-fuzzy groups. Characterizations of lower level subsets of a lower anti Q-fuzzy group of a group are given. We also discussed the relation between a given a lower anti Q-fuzzy group and its lower level sub groups and investigate the conditions under which a given group has a properly inclusive chain of sub groups. In particular, we formulate how to structure a lower anti Q-fuzzy group by a given chain of sub groups.

M. S. Muthuraman

Papers

Anti Q-Fuzzy BG -Ideals in BG - Algebra

A Study on Anti Fuzzy Sub-Bigroup

The M-Homomorphism and M-Anti Homomorphism of an M-Fuzzy Subgroup and Its Level M-Subgroups

Anti Q-Fuzzy HX Group and Its Lower Level Sub HX Groups

• lower anti q-fuzzy group and its lower level subgroups