Postgraduate Studies
Courses
|
AA3 - Numerical Linear Algebra I |
|
|---|---|
Norms. Permutation and irreducible matrices. Some aspects of the Theory of Graphs. Matrix convergence. Unitary, Hermitian and Normal matrices. Positive definite matrices. Nonnegative and positive matrices. The Perron-Frabenius Theory. Nonnegative irreducible, cyclic and reducible matrices. M-matrices. Convergent splittings. Comparison theories. Iterative methods for the solution of linear algebraic equations. |
|
|
Teachers |
|
|
|