| • संचयी प्रसामान्य बंटन | |
| cumulative: आकलित संचयमान | |
| normal: प्रसामान्य | |
| normal distribution: सामान्य वितरण | |
| distribution: वितरण विभाजन | |
cumulative normal distribution मीनिंग इन हिंदी
cumulative normal distribution उदाहरण वाक्य
उदाहरण वाक्य
- The number " z " follows from the cumulative distribution function, in this case the cumulative normal distribution function:
- Another commonly applied model is the probit model where F is the cumulative normal distribution function, \ lambda = 0 and e follows a binomial distribution.
- Here, the step size is the inverse cumulative normal distribution \ Phi ^ {-1 } ( z, \ mu, \ sigma ) where 0 d " " z " d " 1 is a uniformly distributed random number, and ? and ? are the mean and standard deviations of the normal distribution, respectively.
- For the special case where ? is equal to zero, after " n " steps, the translation distance's probability distribution is given by " N " ( 0, " n " ? 2 ), where " N " ( ) is the notation for the normal distribution, " n " is the number of steps, and ? is from the inverse cumulative normal distribution as given above.
