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In this paper, we use modified diagrammatic techniques to derive equations for all the statistical moments of the radiation field in a random medium. These equations are completely uncoupled, in the sense that the Nth-order moment is determined by the solution of a single equation and can be found independently of any other moment. In the case of the fourth-order moment, our results agree with those of Beran and Ho and of Shishov, which were derived by other methods.
John E. Molyneux (Mon,) studied this question.
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