论文标题
塑造$ g^{（2）} $自相关和光子统计
Shaping the $g^{(2)}$ autocorrelation and photon statistics
论文作者
论文摘要
我们提出了一种任意塑造和缩放光学信号的时间强度相关性的方法，避免了周期性相关性。我们使用随机强度调制在实验中证明我们的方法。我们还分析和模拟了用户完全指定的时间相关性和光子统计数据。我们表明，在单调和凸度的范围内，时间相关性与光子统计数据无关，并且可以采用任何形状。
We propose a method of arbitrarily shaping and scaling the temporal intensity correlations of an optical signal locally, avoiding periodic correlations. We demonstrate our approach experimentally using stochastic intensity modulation. We also analyze and simulate shaping both temporal correlations and photon statistics that are fully specified by the user. We show that within the confines of monotony and convexity, the temporal correlations are independent of photon statistics and can take any shape.
