| 释义 |
Definition of cumulative distribution function in English: cumulative distribution functionnoun Statistics A function whose value is the probability that a corresponding continuous random variable has a value less than or equal to the argument of the function. Example sentencesExamples - Fig 2 shows the empirical cumulative distribution functions together with their chi-square counterparts.
- Figure 1 shows the cumulative distribution function of the total time spent on all tasks.
- Parametric modeling of the sample's cumulative distribution function is also possible given different structuring of the data.
- The graphs of the cumulative distribution function, displayed in Figure 2, bottom, show that the posterior inclusion probability of each chromosome is close to 1 for chromosomes 2, 13, and 15.
- The cumulative distribution function is the relevant quantitative measure for such unusualness.
Definition of cumulative distribution function in US English: cumulative distribution functionnoun Statistics A function whose value is the probability that a corresponding continuous random variable has a value less than or equal to the argument of the function. Example sentencesExamples - Fig 2 shows the empirical cumulative distribution functions together with their chi-square counterparts.
- The graphs of the cumulative distribution function, displayed in Figure 2, bottom, show that the posterior inclusion probability of each chromosome is close to 1 for chromosomes 2, 13, and 15.
- Figure 1 shows the cumulative distribution function of the total time spent on all tasks.
- Parametric modeling of the sample's cumulative distribution function is also possible given different structuring of the data.
- The cumulative distribution function is the relevant quantitative measure for such unusualness.
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