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#jordan_normal_form #linear_algebra

then its Jordan normal form is also called the Jordan normal form of *M*

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**Jordan normal form - Wikipedia**

l entries of the normal form are the eigenvalues (of the operator), and the number of times each eigenvalue occurs is called the algebraic multiplicity of the eigenvalue. [2] [3] [4] If the operator is originally given by a square matrix M, <span>then its Jordan normal form is also called the Jordan normal form of M. Any square matrix has a Jordan normal form if the field of coefficients is extended to one containing all the eigenvalues of the matrix. In spite of its name, the normal form for a giv

l entries of the normal form are the eigenvalues (of the operator), and the number of times each eigenvalue occurs is called the algebraic multiplicity of the eigenvalue. [2] [3] [4] If the operator is originally given by a square matrix M, <span>then its Jordan normal form is also called the Jordan normal form of M. Any square matrix has a Jordan normal form if the field of coefficients is extended to one containing all the eigenvalues of the matrix. In spite of its name, the normal form for a giv

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