Métodos iterativos para cálculo de autovalores e aplicações

Abstract

This work explores numerical methods that help in the work of finding eigenvalues of square matrices: Power Method, QR Algorithm, and Jacobi Method. The methods are discussed and compared so that their advantages, procedures and derivations. Applications of the methods under study are presented in some situations. The results are analyzed and discussed so that it is possible to discern which among the methods best applies to each problem.