论文标题
Weyl -Wigner-在离散相空间上的Moyal形式主义。 ii。光子Wigner函数
The Weyl -- Wigner -- Moyal Formalism on a Discrete Phase Space. II. The Photon Wigner Function
论文作者
论文摘要
提出了螺旋形式中光的经典模型。然后，提出了光子波功能的构建和解释的量子观点。研究了光子的量子力学。 białynicki-birula scalar产品$ \ langle {\bfψ} _ {1} | {\bfψ} _ {2} \ rangle_ {bb} $ and gentermitized hermitian Conjugation $ \wideHatγ^{讨论了$ \widehatγ$。开发了相空间上光的量子描述。构建了光子Wigner功能。
Classical model of light in helicity formalism is presented. Then quantum point of view at photons -- construction and interpretation of photon wave function is proposed. Quantum mechanics of photon is investigated. The Białynicki -- Birula scalar product $\langle {\bf Ψ}_{1}|{\bf Ψ}_{2}\rangle_{BB}$ and the generalized Hermitian conjugation $\widehatγ^{+\hspace{-0.45em}+}$ of linear operator $\widehatγ$ are discussed. Quantum description of light on a phase space is developed. A photon Wigner function is built.
