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Linear and angular coherence momenta in the classical second-order coherence theory of vector electromagnetic fields

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Abstract

A new concept of vector and tensor densities is introduced into the general coherence theory of vector electromagnetic fields that is based on energy and energy-flow coherence tensors. Related coherence conservation laws are presented in the form of continuity equations that provide new insights into the propagation of second-order correlation tensors associated with stationary random classical electromagnetic fields.

© 2006 Optical Society of America

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