SOLVING FUZZY DIFFERENTIAL EQUATIONS USING RUNGE-KUTTA FOURTH ORDER GILL METHOD
Journal Title: International Journal of Engineering Sciences & Research Technology - Year 0, Vol 5, Issue 1
Abstract
In this paper, a numerical solution for the first order fuzzy differential equations by using fourth order Runge-kutta Gill method is considered.The applicability and accuracy of the proposed method has been demonstrated by an example and the convergence of the method has been studied with a triangular fuzzy number.
Authors and Affiliations
D. Paul Dhayabaran*
Extraction and Isolation of Chemical Constituents from Schima Wallichii Bark
The methanol extract of bark of Schima wallichii, vernacularly known as ‘Chilaune’ was subjected to column chromatography. From GC-MS, 2, 3-benzofurandione, Phenylpropanolamine, Glycidol and Rotenone were found t...
PHYSICO-CHEMICAL ANALYSIS OF HEAVY METAL CONTAINING EFFLUENTS
Industrial Effluents entering the water bodies is one of major sources of environmental toxicity. It not only affects the quality of drinking water but also has deleterious impact on the soil microflora and aquati...
ENHANCING PRIVACY FOR USERS USING LOCATION BASED SERVICES
Location-based services (LBS) require users to continuously report their location to a potentially untrusted server to obtain services based on their location, which can expose them to privacy risks. Unfortunately...
ADVANCED APPROACH FOR SECURE RETRIEVAL OF DATA IN DISRUPTION TOLERANT MILITARY NETWORKS
Communication nodes in military environments such as a battleground regions are likely to suffer from connectivity issues in various locations in a battle field. Disruption-tolerant network (DTN) technologies...
Location Updation for Highly Dynamic and Scalable Ad Hoc Network in Geographic Routing
In geographic routing each node needs location information about other nodes in the network to forward data packets to the destination. If a node maintains location information about all the nodes in the network...