normalization conditions造句

• Thus, the trace of the pairwise product results in the ortho-normalization condition
• The normalization condition requires to be dimensionless, by dimensional analysis must have the same units as.
• From normalization condition it follows that PDC takes values from the interval [ 0, 1 ].
• Since the sum of all probabilities must be 1, the "'normalization condition "'
• Technically, because of the normalization condition, wave functions form a projective space rather than an ordinary vector space.
• This is a normalization condition on the cross product : it says that the cross product is " compatible " with the scalar product.
• In ladder approximation the Interaction kernel does not depend on the total momentum of the Bethe Salpeter amplitude, thus, for this case, the second term of the normalization condition vanishes.
• Apparently, lambda gets moved over, and both sides get multiplied by r 1 r 2 r 12 and psi and then integrated, so that the normalization condition ( second row of ( 6 ) ) can be applied to the right side.
• Here we utilized the cross-normalization condition l ^ an _ a = n ^ al _ a =-1 as well as the requirement that g _ { ab } + l _ an _ b + n _ al _ b should span the induced metric h _ { AB } for cross-sections of { v = constant, r = constant }, where dv and dr are not mutually orthogonal.
• In particular, if the | { k _ i } \ rang are eigenstates ( with eigenvalues " k i " ) of an observable, and that observable is measured on the normalized state | \ psi \ rang, then the probability that the result of the measurement is " k i " is | " c i " | 2 . ( The normalization condition above mandates that the total sum of probabilities is equal to one .)