我们显示出那因为 tomographic 在那里来临存在二相互结合量状态| p ,σ,τ 】 和| x ,μ, v 】 (说出中间的 coordinate-momentumrepresentation ),并且 Wigner 操作员的二氡变换只是纯状态的密度矩阵| p 】 _(σ,τσ,τ)【 p |并且 | x 】 _( λ, v λ, v )【 x |分别地。作为结果,量状态的断层照片能被看作状态的模块平方“在这二个代表的波浪功能。在整个纸,我们充分在操作员的一个订的产品以内采用集成的技术。这样,我们建立量断层照片的一个新方便形式体系。
We show that for tomographic approach there exist two mutual conjugate quantum states [p,σ, τ) and [x,μ, ν) (named the intermediate coordinate-momentum representation), and the two Radon transforms of the Wigner operator are just the pure-state density matrices [p)σ1τσ1τ (p| and (p)λ,ν,λ,ν,(x| respectively. As a result, the tomogram of quantum states can be considered as the module-square of the states' wave function in these two representations. Throughout the paper we fully employ the technique of integration within an ordered product of operators. In this way we establish a new convenient formalism of quantum tomogram.