Numerical Solution of Double Integral of Singular Derivatives Using Trapezoidal Method with Romberg Acceleration
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 9, Issue 9
Abstract
The goal of this paper is to evaluate numerically a double integral of partial Derivatives Using RTRT Method. For Trapezoidal method (one of Newton-Cotes formula) which will be based on two dimensions x and y. In addition to that Romberg acceleration rule will be used to get more accurate results together with less time (faster convergence) and number of subintervals which are involved. We shall refer to this method by RTRT, where R stands for Romberg acceleration and T for Trapezoidal rule.
Authors and Affiliations
Wafaa Hadi Hanoon, Rusul Hassan Naser
NUMERICAL SCHEME FOR BACKWARD DOUBLY STOCHASTIC DIFFERENTIAL EQUATIONS WITH TIME DELAYED COEFFICIENTS
In this paper, we present some assumptions to get the numerical scheme for backward doubly stochastic dierential delay equations (shortly-BDSDDEs), and we propose a scheme of BDSDDEs and discuss the numerical convergence...
Max-fully cancellation modules
Let R be a commutative ring with identity and let M be a unital an R`-module. We introduce the concept of max-fully cancellation R-module , where an R-module M is called max-fully cancellation if for every nonzero maxima...
ON CJ- 1 - ON CJ-TOPLOGICAL SPACES
In this paper we introduced new types of spaces as CJ-space and strong CJ-space, also we studied the relationship between them and the relation of them with J-space and strong J-space researched by E.Michael.
Exact Moments of order Statistics from The exponentiated Lomax distribution
In this paper, order statistics from the exponentiated Lomax distribution (ELD) are obtained. Exact form for the single, product and Triple moment of order statistics from ELD are derived. Measures of skewness and kurtos...
The Research of Thangka Buddha Gesture Detection Algorithm
This paper describes both the meaning of split Thangka Buddha gesture and steps, then choice the Canny operator method of edge detection on the thangka Buddha's gesture.Through a simple way of human-computer interaction,...