31 Iterative methods for solving Systems of Linear equations

V.D. Pathak

Iterative methods for solving Systems of Linear equations

Additional Reading material

The following are some of the references on Eigenvalues and Eigenvectors. For various results on Eigenvalues and Eigenvectors one may refer to [2], [3], [13] and for various methods and for computational aspets one may refer to [3], [12].

References:

1.    Steven C Chapra & Raymond Canale: Numerical Methods for Engineers, 5th Ed. TMH, 2009

2.   Conte Samuel D. & Carl de Boor: Elementary N A – An Algorithmic approach, 3rd Ed., TMH, 2005.

3.   Alfio Quarteroni, Recardo Sacco, Fausto Saleri: N. Mathematics (Text in Applied Math.) 2nd Ed. SV, 2007

4.   Richard L. Burden & J. Douglas Faires: N A –Theory& Applications, Cengage Learning, 2005.

5.   Won Y. Yang, Wenwu Cao, Tae-Sang Chung, & John Morris: Applied NM Using Matlab, WSE, 2005

6.    Kendall Atkinson & Weimin Han: Elimentary Numerical Analysis, Third edition, Wiley Dreamtech India(P) Ltd., 2004.

7.    Matheus Grasselli & Dimitry Pelinovsky: Numerical Mathematics, Narosa Publishing House, 2009.

8.   s. s. ssatry: Introductory Methods of Numerical Analysis, PHI, 1989.

9.   Polynomial interpolation,From Wikipedia, the free encyclopaedia

10.  Carl-Erik Froberg: Introduction to Numerical Analysis, Addition-Wesley Pub. Co., 1981.

11.   Rao V. Dukkipati: Numerical Methods, NEW AGE INTERNATIONAL (P) LIMITED, PUBLISHERS, 2010.

12.   Robert J.  Schilling  &  Sandra  L.  Harris:  Applied  Numerical  Methodsfor  Engineers, Thomson Brooks/Kole, 1999.

13.    Erwin Kreyszig: Advanced Engineering Mathematics, Jhon Wiley & Sons Inc., 2011.