• Capsoni, C., F. Fedi, and A. Paraboni, A comprehensive attenuation time series generator and comparison with Olympus data meteorologically oriented methodology for the prediction of wave propagation parameters in telecommunication applications beyond 10 GHz, Radio Sci., 22(3), 387393, 1987.
  • Castanet, L., E. Grimonet, J. Habetha, and C. Riva, Ka band feeder link for low Earth orbit satellite system, paper presented at AP2000 Millennium Conference on Antennas and Propagation, Eur. Space Agency, Davos, Switzerland, 2000.
  • Crane, R. K., and H.-C. Shieh, A two component rain model for the prediction of site diversity performance, Radio Sci., 24(6), 641665, 1989.
  • Kraichnan, R. H., and D. Montgomery, Two dimensional turbulence, Rep. Prog. Phys., 43, 547619, 1980.
  • Lovejoy, S., and D. Schertzer, Multifractals and rain, in New Uncertainty Concepts in Hydrology and Water Resources, Unesco Ser. Water Sci., edited by Z. W. Kunzewicz, pp. 61103, Cambridge Univ. Press, New York, 1992.
  • Matricciani, E., Physical mathematical model of the dynamics of rain attenuation based on rain rate time series and a two-layer vertical structure of precipitation, Radio Sci., 31(2), 281295, 1996.
  • Paulson, K. S., and C. J. Gibbins, Rain models for the prediction of fade durations at millimeter wavelengths, IEE Proc., Part H, Microwaves, Antennas and Propagation, 147(6), 431436, 2000.
  • Vanmarcke, E., Random Fields: Analysis and Synthesis, MIT Press, Cambridge, Mass., 1983.
  • Veneziano, D., R. L. Bras, and J. D. Niemann, Nonlinearity and self-similarity of rainfall in time and a stochastic model, J. Geophys. Res., 101(D21), 26,37126,392, 1996.
  • Venugopal, V., E. Foufoula-Georgiou, and V. Sapozhnikov, Evidence of dynamic scaling in space-time rainfall, J. Geophys. Res., 104(D24), 31,59931,610, 1999.