Tipo = Trabajo de Grado - Pregrado
Titulo = Vectores propios generalizados y forma canÃ³nica de Jordan
Autor = Castro MartÃnez, Paola Andrea
Resumen = In this work, generalized eigenvalues are used to study the Jordan normal form and some applications of this are shown. We prove that C n can be decomposed as a direct sum of generalized proper subspaces by using annihilating polynomials and the minimal polynomial. We also prove that each generalized eigensubspace can be decomposed as a direct sum of Jordan cyclic subspaces. Finally, the Jordan Theorem is proved by using the above decompositions.
Fecha - 2020-06-10
URL = https://repositorio.unicordoba.edu.co/handle/ucordoba/2872