MTM
jordan
compute the Jordan form of a matrix
Calling Sequence
Parameters
Description
Examples
J = jordan(A)
[V,J] = jordan(A)
A
-
square matrix
The function jordan(A) computes the Jordan form of a matrix A.
When the function is called using the form J = jordan(A), the returned value of J is the Jordan form of the matrix A.
When the function is called using the form [V,J] = jordan(A), the returned value of J is the Jordan form of the matrix A, and the returned value of V is the transformation matrix corresponding to this Jordan form.
withMTM:
A≔Matrix1,2,1,2,4,2,2,8,1
A≔121242281
J≔jordanA
J≔00003−220003+22
V,J≔jordanA
V,J≔122222+322−3+22−10+22222+322−3+224+22222+322−22222+322−3+22−10+2222+322−3+224+2222+322−82222+322−3+22−1+42222+322−3+227+2222+322,00003−220003+22
See Also
LinearAlgebra[JordanForm]
MTM[eig]
MTM[poly]
MTM[svd]
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