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.MATEMÁTICAS IV.

Sábado, 5 de diciembre de 2009. UNIDAD VI VALORES Y VECTORES CARACTERÍSTICOS. 61 DEFINICIÓN DE VALORES Y VECTORES CARACTERISTICOS DE UNA MATRIZ CUADRADA. Valores propios y vectores propios. Se denominan valores propios o raíces características de una matriz cuadrada. A los valores de. Desarrollando el determinante tenemos un polinomio de grado. Una vez hallados los valores propios, para hallar el vector propio. Correspondiente al valor propio es necesario resolver el sistema homogéneo. Es una transfor.

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.MATEMÁTICAS IV.

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Sábado, 5 de diciembre de 2009. UNIDAD VI VALORES Y VECTORES CARACTERÍSTICOS. 61 DEFINICIÓN DE VALORES Y VECTORES CARACTERISTICOS DE UNA MATRIZ CUADRADA. Valores propios y vectores propios. Se denominan valores propios o raíces características de una matriz cuadrada. A los valores de. Desarrollando el determinante tenemos un polinomio de grado. Una vez hallados los valores propios, para hallar el vector propio. Correspondiente al valor propio es necesario resolver el sistema homogéneo. Es una transfor.

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