Examples of 'distribution functions' in a sentence
Meaning of "distribution functions"
Distribution functions refer to the mathematical functions that describe the probability distribution of a random variable. They are used in statistics and probability theory to model and analyze the likelihood of different outcomes or events
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- plural of distribution function
How to use "distribution functions" in a sentence
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distribution functions
Extraction of parton distribution functions from data.
The distribution functions are learned from the data.
Merging the reproduction and distribution functions.
Sharing and distribution functions to other users.
Description of the most important distribution functions.
Cumulative distribution functions are represented on the right.
Fiscal limit cumulative distribution functions.
Probability distribution functions are not always confusing.
Other definitions of unimodality in distribution functions also exist.
Weibull distribution functions were derived from calculated discard fractions.
Some theorems on distribution functions.
Distribution functions in a particle system.
The corresponding radial distribution functions are then computed.
The distribution functions need not be carried out by wholesalers or retailers.
There is a bijection between distribution functions and characteristic functions.
See also
These constraints affect both the manufacturing and distribution functions.
The probability distribution functions of sizes are power laws.
Convolution is used to add two independent random variables defined by distribution functions.
The mixing and distribution functions are thus simultaneous.
The presented approach is of general nature and independent of known distribution functions.
These velocity distribution functions are a generalization of the maxwellian distribution.
Control over the marketing and distribution functions is essential.
New distribution functions.
In a headnode data fusión and resource distribution functions are included.
Other distribution functions.
The technique of combining weighted cumulative distribution functions is very generic.
Parton distribution functions.
This condition is sufficient to make the corresponding distribution functions decay exponentially.
Similar distribution functions can be computed for each of the forecast variables.
A sequential method based on the inversion of the distribution functions can be used.
Specific distribution functions.
For each of the listed functions there have been received density distribution functions.
Combining two distribution functions.
The probabilistic simulations were based on selecting parameter values from established distribution functions.
Scattering distribution functions.
This method is the most reliable general procedure for deriving statistical distribution functions.
The choice of these three distribution functions is due to the following.
These are partial differential equations that describe the time evolution of probability distribution functions.
Experimentally determined parton distribution functions are available from various groups worldwide.
Immediate delivery of market data for regulatory compliance and distribution Functions.
Analytical study of distribution functions was conducted and statistical moments were calculated and discussed.
Tools for extracting pole figures and pole density distribution functions have been implemented.
The recorded angular distribution functions are further grouped according to the level of bacterial contamination.
A plausible form for the electron and deuterium ion velocity distribution functions has been assumed.
The class conditional distribution functions are estimated using these subsets FIG.
The distribution of energy Basic distribution functions.
The probability distribution functions is thus obtained through the RTD studies.
The data was fit using two Gaussian distribution functions.
Complementary distribution functions for the exponential and Pareto distributions are shown below.
However this Lindhard formula is valid also for nonequilibrium distribution functions.
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Many other functions are also available to you
This consolidation of support functions would lead to
The functions of the position are of a recurring nature
