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Probability distribution function of the upper equatorial Pacific
, 2008
"... Probability distribution function of the ..."
On the Concavity of Multivariate Probability Distribution Functions
, 2001
"... We prove that the multivariate standard normal probability distribution function is concave for large argument values. The method of proof allows for the derivation of similar statements for other types of multivariate probability distribution functions too. The result has important application, e.g ..."
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We prove that the multivariate standard normal probability distribution function is concave for large argument values. The method of proof allows for the derivation of similar statements for other types of multivariate probability distribution functions too. The result has important application, e
with tessellations – I. The probability distribution function
, 2013
"... Exploring the nonlinear density field in the Millennium simulations ..."
Probability Distribution Function Evolution For Binary Alloy Solidification
"... The thermally controlled solidification of a binary alloy, nucleated at isolated sites, is described by the evolution of a probability distribution function, whose variables include grain size and distance to nearest neighbor, together with descriptors of shape, orientation, and such material proper ..."
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The thermally controlled solidification of a binary alloy, nucleated at isolated sites, is described by the evolution of a probability distribution function, whose variables include grain size and distance to nearest neighbor, together with descriptors of shape, orientation, and such material
Characterization Of Cast Metals With Probability Distribution Functions
"... Characterization of microstructure using a probability distribution function (PDF) provides a means for extracting useful information about material properties. In the extension of classical PDF methods developed in our research, material characteristics are evolved by propagating an initial PDF thr ..."
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Characterization of microstructure using a probability distribution function (PDF) provides a means for extracting useful information about material properties. In the extension of classical PDF methods developed in our research, material characteristics are evolved by propagating an initial PDF
Using probability distribution functions for satellite validation
 IEEE Trans. Geosci. Remote Sens
, 2006
"... Abstract—Probability distribution functions (PDFs) can be used to assist in the validation of trace gas retrievals made by satellites. A major advantage of this approach is that large statistical samples are used that do not require correlative measurements to be colocated in space and time. Examp ..."
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Abstract—Probability distribution functions (PDFs) can be used to assist in the validation of trace gas retrievals made by satellites. A major advantage of this approach is that large statistical samples are used that do not require correlative measurements to be colocated in space and time
Density probability distribution functions of diffuse gas in the Milky Way
, 806
"... In a search for the signature of turbulence in the diffuse interstellar medium in gas density distributions, we determined the probability distribution functions (PDFs) of the average volume densities of the diffuse gas. The densities were derived from dispersion measures and ..."
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In a search for the signature of turbulence in the diffuse interstellar medium in gas density distributions, we determined the probability distribution functions (PDFs) of the average volume densities of the diffuse gas. The densities were derived from dispersion measures and
The nonlinear probability distribution function in models with local primordial nonGaussianity
, 2008
"... We use the spherical evolution approximation to investigate nonlinear evolution from the nonGaussian initial conditions characteristic of the local fnl model. We provide an analytic formula for the nonlinearly evolved probability distribution function of the ..."
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We use the spherical evolution approximation to investigate nonlinear evolution from the nonGaussian initial conditions characteristic of the local fnl model. We provide an analytic formula for the nonlinearly evolved probability distribution function of the
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