syms a b c d
syms A S D

A = [a, b; c, d]
A =
[ a, b]
[ c, d]

[V,D] = eig(A)
V =
[ -(-1/2*a+1/2*d-1/2*(a^2-2*a*d+d^2+4*b*c)^(1/2))/c, -(- 1/2*a+1/2*d+1/2*(a^2-2*a*d+d^2+4*b*c)^(1/2))/c]
[ 1, 1]
D =
[ 1/2*a+1/2*d+1/2*(a^2-2*a*d+d^2+4*b*c)^(1/2), 0]
[ 0, 1/2*a+1/2*d-1/2*(a^2-2*a*d+d^2+4*b*c)^(1/2)]

Snum = [-1,1;1,0]'
Snum =
-1 1
1 0

Dnum = [2, 0; 0, 3]
Dnum =
2 0
0 3

Anum = Snum * Dnum * inv(Snum)
Anum =
3 1
0 2

[Vnum,Dnum] = eig(Anum)
Vnum =
1 -0.70711
0 0.70711
Dnum =
3 0
0 2

4Â¥: Originally posted by ÎÒ»³ÄîµÄTQ at 2016-09-12 15:52:58
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3Â¥: Originally posted by FMStation at 2016-09-12 10:25:48
http://www.ece.utah.edu/eceCTools/LinearAlgebra/EigenValVec/Diagonalization/LinAlgEigenDiagMatlabEx.pdf


syms a b c d
syms A S D

A =
A =



= eig(A)
V =


D =



Snum = '
Snum ...

2Â¥: Originally posted by yogort at 2016-09-11 16:20:36
rref»òrrefmovie

5Â¥: Originally posted by guanmm at 2016-09-12 16:13:45
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