The classical diffusion equation is [1] where \(\kappa \) is the diffusion rate, thus what is the corresponding quantum diffusion equation? Using the P-representation of the density operator \(\rho \) , i.e., \(\rho =\pi ^{-1}\int \) d \(^{2}z\) P \((z)|z\rangle \langle z|\) , thus the time-evolution of the density operator \(\rho \) satisfies the equation

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Light Fields Caused by Quantum Diffusion

  • Hongyi Fan,
  • Liyun Hu

摘要

The classical diffusion equation is [1] where \(\kappa \) is the diffusion rate, thus what is the corresponding quantum diffusion equation? Using the P-representation of the density operator \(\rho \) , i.e., \(\rho =\pi ^{-1}\int \) d \(^{2}z\) P \((z)|z\rangle \langle z|\) , thus the time-evolution of the density operator \(\rho \) satisfies the equation