Numerical Analysis of the Fuzzy Integro-Differential Equations using Single-Term Haar Wavelet Series
Journal Title: INTERNATIONAL JOURNAL OF MATHEMATICS TRENDS AND TECHNOLOGY - Year 2014, Vol 5, Issue 2
Abstract
This paper presents numerical analysis of the fuzzy integro-differential equations (FIDE) using Single Term Haar Wavelet Series (STHWS) method [6-9] is considered. The obtained discrete solutions using STHWS are compared with the exact solutions of the FIDE and Trapezoidal quadrature rules (TQR) method [10 ] with suitable example. Table and graph is presented to show the efficiency of this method.
Authors and Affiliations
S. Sekar , C. Jaisankar
Keywords
Related Articles
- EP ID EP126455
- DOI -
- Views 141
- Downloads 0
Rough Sets on Topological Spaces
Rough Set Theory propsed by Zdzilaw Pawlak as a mathematical tool for approaching imprecise knowledge and it has many applications in Datamining, Machine Learning,Morphology, Control Theory and Medicine etc., The basic c...
On Edge Pair Sum Labeling of Graphs
An injective map f : E(G) → {±1,±2,…,±q} is said to be an edge pair sum labeling of a graph G(p, q) if the induced vertex function f^*:V(G)→Z-{0} defined by f^* (v)=∑_(e∊E_v)▒f(e) is one – one, where E_v denotes the set...
Transient Behavior of Retrial Queueing Model with Non Persistent Customers, Random Break Down, Bernoulli Vacation and Orbital Search
We investigate a single server batch arrival retrial queueing system with Bernoulli vacation and orbital search. Batches are arriving in accordance with Poisson process with arrival rate and are served one by one with fi...
Effect of Resistance to flow and wall shear stress on axially symmetric artery for Non-Newtonian fluid Model of blood flow through a stenosis
An effort has been made to explore the nonNewtonian behaviour on blood flow through a stenosed artery with Power-law fluid model. Numerical illustration presented at the end of the paper provides the consequences...
On b#-Open Sets
Andrijivic introduced and studied the concept of b-open sets. Following this Bharathi et.al. introduced the concept of b**-open sets. Recently Indira et.al. studied the notions of *b-open sets and **b-open sets. In this...