. The Bell System technical journal . =! ^^ 9 R R «==. o p p o p o o o o o o o o o o I I I I I I I I I I I I I •<* CN Os fO lO VO t--J^ 0\ lO O lO rtH uo 00 t^ OO ^ pooooooooooooooo ooo I I I I I CO •* O-H ro c^i oooooo I I I I I I -HUO^OO-^Os^OWtN^ONrO^L^SS^g^^ gSi::;irS^<^f^^<~^-Ooooooooopppooooooooooooooooo LO o o -—l -^ OS 0\ -H<MO O ooo OOO ^ ^ i£? <^ O r<i lo f^ .^ _H tvi ro i^ ^ on |||::^SS---g§ogos^ooc2^^2§§SSSpSp5SS55§§SS8SSS§S§§I I I I I I I I I I I I I so O t^ 00 00 o 2ioor^ONOi--vovof^cN^^a;o^i^JN~u^?^^l;^^o OpOOpO^—lOOOOOOOOOOOOOOO =.2Rg=5<=00ooooooooooooo
. The Bell System technical journal . =! ^^ 9 R R «==. o p p o p o o o o o o o o o o I I I I I I I I I I I I I •<* CN Os fO lO VO t--J^ 0\ lO O lO rtH uo 00 t^ OO ^ pooooooooooooooo ooo I I I I I CO •* O-H ro c^i oooooo I I I I I I -HUO^OO-^Os^OWtN^ONrO^L^SS^g^^ gSi::;irS^<^f^^<~^-Ooooooooopppooooooooooooooooo LO o o -—l -^ OS 0\ -H<MO O ooo OOO ^ ^ i£? <^ O r<i lo f^ .^ _H tvi ro i^ ^ on |||::^SS---g§ogos^ooc2^^2§§SSSpSp5SS55§§SS8SSS§S§§I I I I I I I I I I I I I so O t^ 00 00 o 2ioor^ONOi--vovof^cN^^a;o^i^JN~u^?^^l;^^o OpOOpO^—lOOOOOOOOOOOOOOO =.2Rg=5<=00ooooooooooooooo I I I I I I I I I I r r r I Ot-^--ir^ooO\Os*--ioocof^(Mt-^OOT-(r--rHrMCNt^OiO^^LOOooOOOOOChOsO—c^uo^OOO^rs|(v:;rtHTj<*Tt<;^^-H ggSSggSgggoooooooooooooooooooooooooooooo t^ to 00 O ^ ^lO -rt O ooooooooo I I I I I I I I I I I I I •rt P^_ ro ^ iC \0 f^_ 00 ON p -^_ tN <r) Tt^ LO VO t^ 00 O (N lo 00 ro■.,-Hi,-iT-|.rtT-icv)CNCNCNrO 54 BELL SYSTEM TECHNICAL JOURNAL Fig. 9 2. THE LEADING DISTRIBUTION-PARAMETERS OF ANY COMPLEX CHANCE-VARIABLE By the leading distribution-parameters of any complex chance-variable will here be meant a certain set of distribution-parameters(specified below) which would be sufficient for completely fixing thedistribution if it were normal. Even when the distribution is notnormal these parameters are usually present among the otherparameters in the distribution-function; indeed they are often themost important of the distribution-parameters. In order to define and formulate the leading distribution-param-eters of any complex chance-variable Z = X -\- iY m an explicit PROBABILITY THEORY AND TELEPHONE ENGINEERING 55 manner, conformably to the implicit definition in the preceding para-graph, we could proceed in a purely analytical manner, as outlined inSubsection below. However, in recognition of the very substantialaid to thought and description furnished by the concept of the scat-ter diag
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