parameterisation การใช้

• *I'm also strongly opposed to the parameterisation idea.
• :: Grutness, I agree that my parameterisation may have lacked merit.
• The Kullback Leibler divergence is a commonly used, parameterisation free measure of the difference between two distributions.
• Modelling large-scale coastal behaviour involves some level of parameterisation rather than simply upscaling from process or downscaling from the geological scale.
• *I'm strongly opposed to any sort of stub template parameterisation, if that's what the " master stub " suggestion amounts to.
• Developers can then examine and / or use the recorded macros to construct a more robust solution by adding error handling, parameterisation, and common code routines from other projects.
• However, an alternative parameterisation, similar to that used for the generalized Pareto distribution and the generalized extreme value distribution, gives more interpretable parameters and also aids their estimation.
• Johnson et al . ( 1995, p147 ) place this distribution in the context of a class of generalised forms of the logistic distribution, but use a different parameterisation of the standard distribution compared to that here.
• After including nitrification measurements in its parameterisation, an ecosystem model of the oligotrophic subtropical gyre region ( specifically the BATS site ) found that, on an annual basis, around 40 % of surface nitrate was recently nitrified ( rising to almost 90 % during summer ).
• The exponential family of distributions provides a general framework for selecting a possible alternative parameterisation of the distribution, in terms of "'natural parameters "', and for defining useful sample statistics, called the "'natural sufficient statistics "'of the family.
• The term "'equivariant estimator "'is used in formal mathematical contexts that include a precise description of the relation of the way the estimator changes in response to changes to the dataset and parameterisation : this corresponds to the use of " equivariance " in more general mathematics.
• Both the derivation given on mathworld and the above extract from my problem discuss \ phi as an angle but then my problem proceeds to use some \ phi, which appears to me to be indistinguishable from the angle \ phi, as a parameterisation of the curve whereas mathworld uses t.
• If you have a closed curve C in the complex plane with a known parameterisation \ gamma ( t ) = x ( t ) + iy ( t ) and you also have a known complex valued polynomial function h ( z ), is a parameterisation for h ( C ) given by h ( \ gamma )?
• If you have a closed curve C in the complex plane with a known parameterisation \ gamma ( t ) = x ( t ) + iy ( t ) and you also have a known complex valued polynomial function h ( z ), is a parameterisation for h ( C ) given by h ( \ gamma )?
• If " X " is defined to be the random variable which is the minimum of " N " independent realisations from an exponential distribution with rate paramerter " & beta; ", and if " N " is a realisation from a logarithmic distribution ( where the parameter " p " in the usual parameterisation is replaced by ), then " X " has the exponential-logarithmic distribution in the parameterisation used above.
• If " X " is defined to be the random variable which is the minimum of " N " independent realisations from an exponential distribution with rate paramerter " & beta; ", and if " N " is a realisation from a logarithmic distribution ( where the parameter " p " in the usual parameterisation is replaced by ), then " X " has the exponential-logarithmic distribution in the parameterisation used above.