Degree of polarization estimation in the presence of nonuniform illumination and additive Gaussian noise
Abstract
Within the general framework of active imaging we address the degree of polarization (DOP) estimation in the presence of additive Gaussian detector noise. We first study the performance of standard DOP estimators and propose a method to increase estimation precision using physically relevant a priori information. We then consider the realistic case of nonuniform illumination distribution. We derive the Cramer-Rao lower bound and determine a profile likelihood-based estimator. We demonstrate the efficiency of this new estimator and compare.
Domains
Optics [physics.optics]Origin | Publisher files allowed on an open archive |
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