Revision history [back]
 | 1 | initial version |
# Jordan canonical form is given by J = T^{-1} A T
A = matrix([[4,-1,6],[2,1,6],[2,-1,8]])
J, T = A.jordan_form(transformation=True)
T^(-1)*(A * T) == J| | 2 | No.2 Revision |
# Jordan canonical form is given by J = T^{-1} A T
T
A = matrix([[4,-1,6],[2,1,6],[2,-1,8]])
J, T = A.jordan_form(transformation=True)
T^(-1)*(A * T) == J
True
3 No.3 Revision
Jordan canonical form is given by J = T^{-1} A T
A = matrix([[4,-1,6],[2,1,6],[2,-1,8]])
J, T = A.jordan_form(transformation=True)
T^(-1)*(A * T) == J
True
You checked:
T^(-1)*J*T == A
which is not the same
