In this paper, performance analysis one of the Explicit
Group (EG) methods i.e. 2-Point Explicit Group Successive Over-
Relaxation (2-EGSOR) will be investigated. The 2-EGSOR method
will be applied sequentially in solving first order composite closed
Newton-Cotes (1-CCNC) algebraic equations associated with the
numerical solutions of the linear Fredholm integral equations of the
second kind. Numerical results are included in order to verify the
performance of the method compared with the 2-Point Explicit
Group Gauss-Seidel (2-EGGS) method. Based on the numerical
results obtained, the results show that 2-EGSOR method is better
than 2-EGGS method in terms of number of iterations and CPU time.
کلید واژگان :
Fredholm integral equations, Explicit Group methods, Composite closed Newton-Cotes scheme, Dense linear system.
