论文标题
glauber-sudarshan p-permentations for fermions
Glauber-Sudarshan P-representations for fermions
论文作者
论文摘要
Glauber-Sudarshan p-presentation在量子光学元件中众所周知，广泛应用于涉及光子统计的问题。也许不太熟悉的是它的费米克对应物。我们提出了骨气和费米子分布的推导，并在此过程中证明了存在两种不同的费米子形式以及它们之间的关系的原因。我们考虑具有多种模式的单模式系统和多粒系统。为简单起见，只会考虑一种类型的玻色子或费米昂。
The Glauber-Sudarshan P-representation is well-known within quantum optics, and is widely applied to problems involving photon statistics. Less familiar, perhaps, is its fermionic counterpart. We present a derivation of both the bosonic and fermionic distributions and, in doing so, demonstrate the reason for the existence of two distinct fermionic forms and the relationship between these. We consider both single mode systems and also multiparticle systems with many modes. For simplicity only one type of boson or fermion will be considered.
