Investigation of the statistical properties of the laser scintillation in the atmosphere requires knowledge of the statistical properties of the sums of N complex random variables. We present a method of investigation of the sum by evaluating the mean value of the squared modulus of the sum, and, mostly, its moments up to the fourth order included, as functions of N. Extensive formulas on higher order moments are reported in an appendix .

Statistical analysis of the sum of N complex random variables / A. Consortini, F. Pasqualetti, Laura Ronchi, P. Magi. - In: ATTI DELLA FONDAZIONE GIORGIO RONCHI. - ISSN 0391-2051. - STAMPA. - XXXI:(1976), pp. 875-887.

Statistical analysis of the sum of N complex random variables

A. Consortini
;
Laura Ronchi;
1976

Abstract

Investigation of the statistical properties of the laser scintillation in the atmosphere requires knowledge of the statistical properties of the sums of N complex random variables. We present a method of investigation of the sum by evaluating the mean value of the squared modulus of the sum, and, mostly, its moments up to the fourth order included, as functions of N. Extensive formulas on higher order moments are reported in an appendix .
1976
XXXI
875
887
A. Consortini, F. Pasqualetti, Laura Ronchi, P. Magi
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/1151350
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