16,250 research outputs found
Letter from J. E. Forte to S. B. Simmons
No full textLetter from J. E. Forte to S. B. Simmons, concerning vacation
Letter from J. E. Forte to S. B. Simmons
No full textLetter from J. E. Forte to S. B. Simmons, concerning camp expenses
Longmen Da Fengxian si de qiyuan ji diwei” ???????????? (“On the Beginning and Status of Big Fengxian Temple at the Longmen Grotto”)
No full textThe article is a Chinese translation (unchecked by the author) of a preliminary version of Forte, “The Origins and Role of the Great Fengxian Monastery ???? at Longmen,” 1996. Published under the author’s Chinese name of Fu Andun ???
Cittadinanza e idea di responsabilità
No full textL'idea di cittadinanza ha bisogno di essere alimentata da una forte tensione etica e da un diffuso senso della democrazi
On the relationship between the geometrical control of scintillation indices and the data detrending problems observed at high latitudes
No full textThe experimental estimate of radio waves scintillation, caused by plasma density irregularities in the ionosphere,
is usually attempted by means of scintillation indices which are essentially standard deviations of stochasticly
fluctuating parts of the received radio wave intensity and phase. At high latitudes, provided that the propagation
problem may be modelled by means of the weak scattering theory, the typical scintillation indices S4 and σφ depend
on a geometrical factor which introduces some amplifications on their values. Scintillation indices S4 and
σφ measured at auroral latitudes are estimated by means of different boundary detrending conditions and the geometrical
effect on those detrending conditions is investigated. In the case of the polar Low Earth Orbiting (LEO)
satellite links considered here, high phase with low intensity scintillation events do not seem to be related to geometrical
effects only, but rather to misleading data detrending.JCR Journalope
Pruning and measures of uncertainty
No full textWe introduce a new property, pruning, for measures of uncertainty and investigate its consequences. In particular, we derive a new characterization of the additive, subadditive and symmetric entropies without assuming expansibility. Pruning also provides a new motivation for Hartley's entropy
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