| 单词 | ket vector | 
| 释义 | > as lemmasket vector   A vector in Hilbert space symbolized by |>; esp. one representing the state of a quantized system. Frequently as  ket vector. ΘΚΠ the world > matter > physics > quantum theory > 			[noun]		 > ket vector ket1947 1947    P. A. M. Dirac Princ. Quantum Mech. 		(ed. 3)	 i. 16  				It is desirable to have a special name for describing the vectors which are connected with the states of a system in quantum mechanics, whether they are in a space of a finite or an infinite number of dimensions. We shall call them ket vectors, or simply kets, and denote a general one of them by a special symbol |>. 1957    F. Mandl Quantum Mech. 		(ed. 2)	 v. 102  				Labels, in particular eigenvalues, distinguishing different ket vectors are written as arguments of the ket vectors. For example, we might write a set of vectors as |1>, |2>,..|n>, or the wave function (14.4) as |l, m>. 1972    J. M. Jauch in  Salam  & Wigner Aspects Quantum Theory ix. 142  				Dirac never defines what a ket vector is mathematically, he describes its physical interpretation as ‘vectors which are connected with the states of a system in quantum mechanics’. From the context one concludes that they are vectors in a Hilbert space. 1973    S. Wieder Foundations Quantum Theory iii. 47  				The inner product b. a is a complex scalar obtained by multiplying the bra form of b by the ket form of a. 1974    P. W. Atkins Quanta 30  				The state of a system whose wavefunction is Ψn(r) is represented by the ket |n>, and the conjugate Ψn*(r) by the bra <n|. < as lemmas | 
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