Linear Algebra
Matrices, linear systems, Gaussian elimination, vector spaces and subspaces, bases, rank of a matrix, linear transformations, nucleus and image, eigenvectors and eigenvalues, diagonalization, internal product, orthogonalization, projections, quadratic shapes.
Basic Information
Workload
90 hours
Requirements
Analytical Geometry
Mandatory:
- Poole, David. Linear Algebra, Thomson, 2004;
- Strang, Gilbert. Linear Algebra and its applications. Cengage Learning, 2009;
- Lima, Elon Lages. Linear algebra. IMPA, 2004.
Complementary:
- Strang, G. Introduction to Linear Algebra,. Wellesley-Cambridge;
- Steinbruch, Alfredo; Winterle, Paulo. Linear algebra. Pearson, 2010;
- Da Fonseca, Manuel A.R. Linear Algebra Applied to Finance, Economics and Econometrics. Manole, 2003;
- Boldrini, J. L. and others. Linear algebra. Harbra, 1998;
- Lipschutz, Seymour; Lipson, Marc. Linear algebra. Schaum Collection, Bookman, 2004.