Linear Algebra Handbook First Edition
Keywords:
linear algebra, Inverse matrixSynopsis
This first edition of the Linear Algebra manual that includes demonstrations, examples and exercises was designed as a tool or support material to be implemented in graduate classes.
Downloads
References
Siegfried Bosch. Lineare Algebra. Springer Verlag, 20063.
N. Bourbarki. Eléments de mathématique, Paris, 1962.
P.R. Halmos. Finite-Dimensional Vector Spaces. Springer Verlag, New York, 1974 (engl.).
N. Jacobson. Lecture in Abstract Algebra II. Toronto etc., 1953.
K. Jänisch. Lineare Algebra. Springer Verlag, Berlin etc., 200410.
M. Koecher. Lineare Algebra und Analytische Geometrie. Springer Verlag, Berlin etc.,1983.
Serge Lang. Linear Algebra. Addison-Wesley, Reading, 1970 (engl.).
Serge Lang. Introduction to Linear Algebra. Springer, 1986 (engl.)
S. Lipschutz. Theory and problems of linear algebra. Schaums Überblick/Aufgaben. McGraw-Hill, 1977.
L. Mirsky. An introduction to linear algebra. London, 1965.
G. Strong. Linear Algebra and its applications. Academic Press, 1976.
R. Baer. Linear Algebra and projective geometry. Academic Press, New York, 1952.
J. Herstein. Topics in algebra. Waltham, 1964.
N. Jacobson. Basic Algebra I. San Francisco, 1974.
Serge Lang. Algebra Structures. Addison-Wesley, Reading, 1967.




