Linear Algebra and its application to ordinary differential equation , T. M. apostol

Thank you sir.

- Matrix Theory, Joel N. Franklin‏

- Elementary matrix theory, Howard Whitley Eves

- Introduction to matrix analysis, Richard Ernest Bellman

- Matrix theory, James M. Ortega

- Matrix Theory, David W. Lewis‏

GATE MATHEMATICS, Dy Dipak Kr. Jana From New Age International P(L)

Basically What you do?

Tell me the topic or syllabus which you want to pursue?

Send me mail @ [email protected]

nice one

Namaste Rajeswari.

The list of martix algebra textbooks is very large. Go to http://gen.lib.rus.ec/ and search under MATRIX THEORY, and MATRICES. Besides many others, you can download the following:

1.- Richard Bronson. Schaum's Outline of Theory and Problems of Matrix Operations

2.- Kwong-Tin Tang. Determinants and Matrices

3.- Mitrinovic D.S. Elementary matrices

4.- Gantmacher F.R. The Theory of Matrices

5.- Howard Eves Elementary Matrix Theory

After browsing these digital texts you can decide about borrowing a hardcopy from your institute library, or about buying it.

Namaste Rajeswari

Daniel Crespin

If you need to know basic matrix theory, try Matrix theory by David Lewis. If you want to do a full course on it, Matrix Analysis by Horn and Johnson will suffice.

Hoe to induce in soft set topology

Srge lang's book on Linear Algebra is a good starting point.

partha

Thank u sir..can u send that books links...

Serge Lang is a classic. IT should be on the desk of everyone who loves maths. It is not available in ebook form.

This is

http://dibene.files.wordpress.com/2011/02/serge-lang-linear-algebra.pdf

I was wrong. Thanks to Dr. Rajeev Shrivastava for this wonderful info. reg. Sege Lang's book.

Thank u sir .. I got it..

J. Franklin. Matrix Theory. Prentice-Hall, Englewood Cliffs, NJ, 1968.

I recommend you "Matrix Analysis" and "Topics in Matrix Analysis" of Horn and Johnson (these are classics in Matrix Analysis).

Other books that I used for Mathematical theory of Control are: (1) Gantmacher, Felix (1959), Theory of matrices, AMS Chelsea publishing, (2) Gantmacher, Felix (1959), Applications of the theory of matrices, Interscience publishers.

I like very much the series "Classics in Applied Mathematics" of SIAM which includes monographs (of high level and very useful) such as "Matrix Polynomials", "Introduction to Matrix Analysis", "Nonnegative in the Mathematical Sciences", et cetera.

Definitely if I were you I should take a look SIAM's books.

the simplest book for matrix theory is TEXTBOOK FOR MATRICES BY SHANTI NARAYAN.

The book ELEMENTARY MATRIX THEORY by Howard Eves is a good book.

See

Handbook of Matrices by Helmuth Lutkepohl, edited by Wiley

For computations, see

Matrix Computations by Golub and Van Loan, The Johns Hopkins University Press.