Strong intensity scintillations are characterized by a positively skew
ed probability density function. For such non-Gaussian processes, the
power spectrum is not a complete statistical description. In this pape
r I present the simplest of the higher-order spectra, the bispectrum,
of interplanetary intensity scintillation (IPS) data taken in the tran
sition between weak and strong scattering. The bispectrum is the Fouri
er transform of the third-order lagged product, <x(t)x(t + tau1)x(t tau2)>. As the spectrum gives the contribution to the variance from tw
o Fourier components having frequencies that add to zero, the bispectr
um gives the contribution to the third moment from the product of thre
e Fourier components having frequencies that add to zero. The bispectr
a computed here are of the monochromatic S-band beacon onboard the Pio
neer Venus spacecraft. This use of a monochromatic point source elimin
ates complications in the interpretation caused by filtering. of the t
hird moment by finite bandwidth and finite angular source size. The sp
ectrum, probability density function (PDF), and bispectrum are related
and thus the measurement of all these quantities can be used to check
for internal consistency. In this paper this internal consistency che
ck is done by analysing these three statistics of IPS intensity data f
or moderate strength scintillation.