Evanzalin Ebenanjar P
@karunya.edu
Assistant Professor and Mathematics
Karunya Institute of Technology and Sciences
RESEARCH INTERESTS
Topology, Soft Topology
Scopus Publications
Scopus Publications
V. V., , , , , K. Rebbeca Jebaseeli Edna, Evanzlin. P., and Bazil Wilfred. C.
ASPG Publishing LLC
If a production process modification is implemented with the intention of enhancing product quality, IPD models a suitable probability distribution for the number of sample defects. If a manufacturing process intervention is done with the purpose of increasing product quality, IPD models a suitable probability distribution for the sample's total number of defects. When the production process with the interference parameter is considered, fuzzy sampling plans based on IPD are found to be more effective than the current strategy. The Intervened Poisson distribution is used to develop single sampling strategy for such lots when there is ambiguity regarding the percentage of defective items. With fuzzy probability, the plan's operating characteristic curve is obtained. The mean of outgoing quality is derived using fuzzy parameters.
K. Sivaranjani
Wydawnictwo SIGMA-NOT, sp. z.o.o.
J. Jolly Abraham, R. Saravanakumar, P. Evanzalin Ebenanjar, K.S. Elango, D. Vivek, and S. Anandaraj
Elsevier BV
K. Sivaranjani, P. Evanzalin Ebenanjar, and H. Jude Immaculate
Union of Researchers of Macedonia
In this paper, the reliable synchronization problem for singularly perturbed complex networks with semi-Markovian jumping parameters is considered. By making use of novel Lyapunov-Krasovskii functional, some criteria which assures the asymptotic synchronization are achieved with the help of event-triggered reliable control streatagy. In order to safeguard the control resources the event-triggered control law is proposed. The obtained LMIs are solved for feasible solution with MATLAB LMI tool box. At last, simulations are shown to validate the results.
H. Jude Immaculate, P. Evanzalin Ebenanjar, and K. Sivaranjani
Union of Researchers of Macedonia
Single valued neutrosophic set also known as the subclass of neutrosophic set is one of the mighty tool to deal with inexact, indefinite, unsure information, vagueness etc. In this study we have prolonged the theory of neutrosophic rings to SVNS and formed single valued neutrosophic rings . We have also prolonged neutrosophic ideal theory for neutrosophic ideal over a ring to single valued neutrosophic ideal of a single valued neutrosophic ring. Examples are given in order to illustrate the theory and part of single valued neutrosophic notation used.
P. Evanzalin Ebenanjar and K. Sivaranjani
Union of Researchers of Macedonia
Smarandache introduced the idea of neutrosophic sets. Neutrosophic soft sets deals with uncertain data. This paper defines the notion of neutrosophic soft b-open sets. The relationship between neutrosophic soft b-open set and other neutrosophic soft open sets are discussed. Also the properties of neutrosophic soft b-open are investigated.
Jude Immaculate, Evanzalin Ebenanjar, and J Sebastian Terence
IOP Publishing
Beacon message dissemination presumes the top priority in the smart transportation network. The successful transmission of the sent messages without collision or loss in the DSRC medium needs to be modeled. This communication is attained by IEEE 802.11 DCF protocol. A semi Markov Processes model is proposed to attain the expected throughput in the broadcast of the beacon messages.
P Evanzalin Ebenanjar, H Jude Immaculate, and C Bazil Wilfred
IOP Publishing
Smarandache proposed the approach of neutrosophic sets. Neutrosophic sets deals with uncertain data. This paper defines the notion of neutrosophic b-open sets and neutrosophic b-closed sets and their properties are investigated. Further neutrosphic b-interior and neutrosphic b-closure operators are studied and their relationship with other operators are also discussed.
Jude Immaculate, Evanzalin Ebenanjar, and J Sebastian Terence
IOP Publishing
Notions of d-open and d-closed maps in intuitionistic fuzzy topology has been studied and several of their properties, characterizations, and examples are established. Also intuitionistic fuzzy d-homeómórphism is introduced and their peculiarities are studied.
P.E. Ebenanjar and P. Thangavelu
Academic Publications
GIS analyzes the geometric relationships among arbitrary spatial objects. The topological spatial relations between spatial objects had been discussed in the literature for several years. Recently Khalil et.al. introduced Spatial object modeling in soft topology. In this paper soft 4 intersection model and soft 9-intersection model for soft regions with sharp soft boundary and broad soft boundary have been discussed. AMS Subject Classification: 188B30, 91B772, 54A05
P. Evanzalin Ebenanjar and P. Thangavelu
Natural Sciences Publishing
In this paper, we characterized soft α-open set, soft semi-open set, soft pre-open set, soft β pen set and soft regular-open sets by using the parameterized family of topological space s induced by the soft topology. Their corresponding operato rs are also characterized. A few relations between these operators and the soft interior and soft closure operators are also establ i hed.