A = matrix([[(sqrt(3)+i)/(2*sqrt(2)),(1-i*sqrt(3))/(2*sqrt(2))],[(1+i*sqrt(3))/(2*sqrt(2)),(i-sqrt(3))/(2*sqrt(2))]])
print "Matrix A : "
print A
print
B = A.conjugate_transpose()
print "Matrix B : "
print B
print
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Matrix A :
[ 1/4*(sqrt(3) + I)*sqrt(2) 1/4*(-I*sqrt(3) + 1)*sqrt(2)]
[ 1/4*(I*sqrt(3) + 1)*sqrt(2) -1/4*(sqrt(3) - I)*sqrt(2)]
Matrix B :
[ 1/4*(sqrt(3) - I)*sqrt(2) 1/4*(-I*sqrt(3) + 1)*sqrt(2)]
[ 1/4*(I*sqrt(3) + 1)*sqrt(2) -1/4*(sqrt(3) + I)*sqrt(2)]
Matrix A :
[ 1/4*(sqrt(3) + I)*sqrt(2) 1/4*(-I*sqrt(3) + 1)*sqrt(2)]
[ 1/4*(I*sqrt(3) + 1)*sqrt(2) -1/4*(sqrt(3) - I)*sqrt(2)]
Matrix B :
[ 1/4*(sqrt(3) - I)*sqrt(2) 1/4*(-I*sqrt(3) + 1)*sqrt(2)]
[ 1/4*(I*sqrt(3) + 1)*sqrt(2) -1/4*(sqrt(3) + I)*sqrt(2)]
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