基于凸优化的鲁棒偏振测量
Robust polarimetry via convex optimization
摘要：
我们提出了数学方法，凸优化的基础上，纠正非物理相干矩阵测量偏振。我们还开发的方法，用于恢复对应的最小和最大值的偏振度给定的实验数据和指定的公差的相干矩阵。我们使用实验的非物理结果与标准的旋光计划和商业旋光仪来说明这些方法。我们的技术应用于后处理，这补充了其他实验方法的鲁棒偏振。
英文摘要：
We present mathematical methods, based on convex optimization, for correcting non-physical coherency matrices measured in polarimetry. We also develop the method for recovering the coherency matrices corresponding to the smallest and largest values of the degree of polarization given the experimental data and a specified tolerance. We use experimental non-physical results obtained with the standard polarimetry scheme and a commercial polarimeter to illustrate these methods. Our techniques are applied in post-processing, which complements other experimental methods for robust polarimetry.
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